Itron Blog Feedhttps://www.itron.com/na/blog/feedItron Blog Itemsen{674A06E3-27E3-4AD2-84C5-70795663DA4C}https://www.itron.com/na/blog/industry-insights/tracy-troyerCelebrating the Inspiring Women of Itron: Tracy TroyerWe’re excited to continue our annual Women’s History Month blog series which highlights the exceptional women of Itron who are admired by their peers and play a pivotal role in advancing Itron’s mission of creating a more resourceful world. Fri, 15 Mar 2024 16:00:00 Z<![CDATA[Industry Insights]]><![CDATA[We&rsquo;re excited to continue our annual Women&rsquo;s History Month blog series which highlights the exceptional women of Itron who are admired by their peers and play a pivotal role in advancing Itron&rsquo;s mission of creating a more resourceful world.&nbsp;<br /> <br /> In our <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/jeanie-aday" target="_blank">first Women&rsquo;s History Month blog</a>, we had the chance to sit down with Jeanie Aday, technical training associate in the learning, documentation and innovation department, to hear about her story and the insights she&rsquo;s gathered along the way. In the second blog of the series, we headed over to the Liberty Lake site to catch up with Tracy Troyer, senior program manager in Networks. Keep reading to learn more about her role and experience over the years working at Itron.&nbsp;&nbsp;<br /> <br /> <strong>Q: What does an average day work day look like for you?&nbsp;</strong><br /> <br /> <strong>A: </strong>I am an early riser, so I usually start the day around 5:30 a.m. This gives me 30 minutes to an hour to get situated for the day, check emails and prepare for meetings I need to run that can start as early as 6:30 a.m. Being on the west coast requires an early start! My days typically consist of responding to emails, running and/or attending meetings and filling out paperwork. Taking care of myself is a priority and helps me show up better at work, so I make sure to find time for a break and get some exercise.&nbsp;<br /> <br /> <strong>Q: What do you enjoy most about your role?&nbsp;</strong><br /> <br /> <strong>A: </strong>My favorite part is problem solving. I was able to problem solve more in my previous role as an engineer but thankfully I still get to do it in my current role as a program manager. I enjoy rallying people together to turn concepts into reality. At Itron, we have complex solutions to address the complex challenges our customers face. Being a good problem solver on our team means having the ability to see the big picture -- it requires looking both upstream and down to try to account for every possible outcome.&nbsp;<br /> <br /> <strong>Q: How have you grown and evolved since beginning at Itron?&nbsp;<br /> </strong><br /> <strong>A:</strong> When I started at Itron, I had very young kids and learned how to achieve a work-life balance that allowed me to be fully present in their lives. Now that my kids are older and off to college, I continue to work on finding the right balance so that I can be fully engaged at Itron without allowing work to dominate my personal life. It is an ongoing process. I&rsquo;ve also become a much better mountain biker since joining Itron. The Liberty Lake office is close to great biking trails, so a group of us used to often ride at lunch around the lake.&nbsp;<br /> <br /> <strong>Q: Can you share about a role model who has inspired you and how they influenced your career? &nbsp;<br /> </strong><br /> <strong>A:</strong> When I was at HP, I worked with a woman named Kelly who was 11 years older than me. I was pregnant with my first child at the time and was struggling with feelings of guilt about returning to work after the baby was born. Without disparaging moms that choose to stay at home, she expressed that by working, I&rsquo;m doing right by my children. She said that it would be good for my kids, both of whom are girls, to see that you can be both a good mom and a good employee. Kelly was a great mom, a great employee and an inspiration to me. &nbsp;<br /> <br /> <strong>Q: What is one piece of advice you would give other women and girls who want to pursue a career in engineering? &nbsp;</strong><br /> <br /> <strong>A:</strong> I would tell them that engineering is a great career. It is intellectually challenging and keeps your mind stimulated. There is job security in this field and most engineering positions allow you to work from anywhere, so you aren&rsquo;t limited geographically. I would also say to avoid thinking of yourself as a female engineer. You are just an engineer. Focus on being a competent engineer and a collaborative coworker and you can&rsquo;t go wrong. &nbsp;]]>Energy,Women in UtilitiesEnergy,Women in Utilities{31B2D4EE-EBF8-4B72-8D85-B60751EF6205}https://www.itron.com/na/blog/industry-insights/empowering-itrons-grid-edge-intelligence-strategyEmpowering Itron's Grid Edge Intelligence StrategyThe last few weeks have been full of transformative changes and exciting announcements for Itron. It began with the launch of our new brand identity, which ushered in a new era of grid edge intelligence to showcase the modern and innovative company we are today.Thu, 14 Mar 2024 10:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>The last few weeks have been full of transformative changes and exciting announcements for Itron. It began with the launch of <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/itron-news/brand-refresh" target="_blank">our new brand identity</a>, which ushered in a new era of grid edge intelligence to showcase the modern and innovative company we are today. The excitement continued at <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/shining-a-light-on-the-grid-edge" target="_blank">DISTRIBUTECH 2024</a> with the unveiling of several solutions and collaborations that reinforce Itron&rsquo;s new era of intelligence at the grid edge. We also announced the acquisition of Elpis Squared, expanding Itron&rsquo;s <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/14/itron-to-showcase-innovative-grid-edge-intelligence-portfolio-at-distributech-2024" target="_blank">Grid Edge Intelligence portfolio</a> and adding expertise in grid planning, operations and engineering.&nbsp;&nbsp;<br /> <br /> After the conference, we sat down with Don Reeves, senior vice president of Outcomes, to get an inside perspective on the latest Itron buzz. Keep reading as Don shares what these announcements mean for Itron and how we enable a more resilient, reliable grid in a changing world.&nbsp;</p> <p><strong>Q: What are the key takeaways from Itron&rsquo;s recent announcements?&nbsp;<br /> </strong><br /> <strong>A: </strong>All of Itron&rsquo;s recent announcements reinforce our grid edge intelligence strategy. Itron is helping drive the transition to cleaner energy and water delivery while transforming the way grid operators address critical challenges. Our solutions provide visibility and control from the medium-voltage network all the way to the customer premise. We also recognize that the industry will need to work together, as Itron alone is not equipped to solve all the challenges utilities are facing today or in the future. We are continuing to collaborate with leading vendors across the utility industry so our customers can trust that we have an entire ecosystem of experts who can address their needs holistically.&nbsp;<br /> <br /> <strong>Q: How does Itron&rsquo;s acquisition of Elpis Squared fit into the grid edge intelligence strategy?&nbsp;<br /> </strong><br /> <strong>A:</strong> <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/03/05/itron-acquires-elpis-squared" target="_blank">Itron&rsquo;s acquisition of Elpis Squared</a> strengthens our Grid Edge Intelligence portfolio with the capability to embed real-time, high-resolution grid edge data into the grid planning, operations and engineering process. This is a first for the industry and will enable enhanced insights for more accurate distribution grid modeling and analysis. Accelerating our product roadmap, creating more value for our customers and addressing the energy transition, this acquisition is pivotal for our ability to solve grid operators&rsquo; critical operational challenges.&nbsp;<br /> <br /> <strong>Q: Itron recently announced collaborations with Schneider Electric and GE Vernova. How will collaborating with these ADMS leaders benefit utilities and cities?&nbsp;<br /> </strong><br /> <strong>A: </strong>Our collaborations are focused on data integration to enable greater visibility at the grid edge and optimization of distributed energy resources (DERs). According to the U.S. Energy Information and Administration, the U.S. grid&rsquo;s capacity is expected to nearly double compared to 2022. Our collaboration with <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/21/itron-and-schneider-electric-join-forces-to-modernize-and-simplify-energy-distribution" target="_blank">Schneider Electric</a>, the leader in the digital transformation of energy management and automation, enables the integration of our intelligent grid and DER management solutions to digitalize the demand and supply of electricity. This is critical for utilities as homeowners and businesses increasingly adopt DERs like rooftop solar, battery energy storage, EVs and microgrids.&nbsp;<br /> <br /> With <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/22/itron-and-ge-vernova-pioneer-unification-of-grid-edge" target="_blank">GE Vernova</a>, a purpose-built global energy company, we are integrating with their GrisOS Data Fabric to help utilities around the world leverage grid data to operate and orchestrate the grid in real-time, which will enable a more reliable, resilient grid. Our collaboration will close gaps in visibility that previously prevented utilities from identifying and resolving grid issues quickly and efficiently.&nbsp;</p> <p><strong>Q: What role does meter data management (MDM) play in enabling Itron&rsquo;s grid edge strategy?&nbsp;<br /> </strong><br /> <strong>A: </strong>MDM is foundational for driving business operations and analytic outcomes. With DERs rising, it is critical that utilities can manage that data and support DERs with improved efficiency; the need for modern data management is evolving quickly. That&rsquo;s why Itron recently launched the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/20/itron-launches-iee-cloud-meter-data-management-platform" target="_blank">Itron Enterprise Edition (IEE) Cloud</a>, which is an enterprise-grade, cloud-exclusive, MDM platform. With real-time streaming data, integrating operational data, new microservices and easy data access via the Itron DataHub, the IEE Cloud solution unlocks new use cases and enables more flexible, cost-effective and modern data management.&nbsp; &nbsp; &nbsp;<br /> <br /> Part of modern data management is enrichment of data and integration of generative AI. Itron recently announced the integration of <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/15/itron-to-integrate-microsoft-azure-openai-service" target="_blank">Microsoft&rsquo;s Azure OpenAI Service</a> into our portfolio of data-driven Outcomes solutions. This integration will enable various utility departments to browse, learn about and subscribe to raw and enriched metering data, grid data, DER data and more &ndash; in a secure, user-friendly environment. Both solutions enable Itron to provide utilities with greater visibility and control at the grid edge to better manage the integration of increasingly distributed and intermittent loads and supply sources amid rising energy demand.&nbsp;</p> <p><strong>Q: What else is Itron doing to empower utilities with visibility and control at the grid edge, especially with the increasing adoption of electric vehicles?&nbsp;<br /> </strong><br /> <strong>A: </strong>The adoption rate of EVs continues to rise with light commercial vehicles projected to increase to 3.8 million in 2030. To address the rapidly increasing strain on the electric grid, Itron and The Mobility House are revolutionizing EV charging management with the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/23/itron-and-the-mobility-house-adress-grid-constraints" target="_blank">Fast &amp; Flexible Interconnect (FIX) program</a>. This first-of-its-kind program is designed to help utilities and grid operators address interconnection delays and infrastructure challenges associated with EV fleet electrification. With FIX, transportation electrification goals are achieved more quickly and at lower costs than traditional methods of distribution load assessments and infrastructure upgrades.&nbsp;<br /> <br /> At DISTRIBUTECH, Itron introduced our <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/27/itron-introduces-distributed-intelligence-enabled-applications-to-optimize-capacity-at-the-grid-edge" target="_blank">Active Transformer Load and Voltage Monitoring (ATLM/ATVM) applications</a>, which give utilities more visibility into the low-voltage distribution grid. Without ATLM/ATVM applications, utilities lack real-time visibility of asset performance at or below the transformer. For example, without real-time grid insights, if too many electric vehicles are charging under the same transformer at the same time, the transformer could be overloaded or its lifespan could be dramatically reduced, causing outages and costly upgrades. More visibility and control at the grid edge enables utilities to better manage the integration of intermittent loads with the rising energy demand. Integrated into the utility control solutions such as ADMS, customers can now operationalize these insights and more effectively optimize demand and supply constraints on the distribution grid, manage outages and improve voltage management &ndash; all critical factors to deliver reliable energy to utilities&rsquo; end customers.&nbsp;&nbsp;<br /> <br /> <strong>Q: How do these announcements relate to Itron&rsquo;s new brand identity?&nbsp;<br /> </strong><br /> <strong>A: </strong>Itron&rsquo;s new brand identity symbolizes our evolution as a company and reinforces our commitment to innovating new ways for utilities and cities to manage energy and water. The brand refresh symbolizes our proven leadership in the industry, ability to provide more intelligence at the edge and dedication to understanding and solving our customers&rsquo; evolving needs.&nbsp;&nbsp;<br /> <br /> At Itron, we take pride in our role as a catalyst for positive change. This new identity highlights our focus on data and intelligence as a path forward to create a more resourceful world.&nbsp;<br /> <br /> <strong>Q: Where can people go to learn more?&nbsp;<br /> </strong><br /> <strong>A: </strong>We are launching a new website at the end of March that will include more information on our Grid Edge Intelligence solutions. In the meantime, check out the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/14/itron-to-showcase-innovative-grid-edge-intelligence-portfolio-at-distributech-2024" target="_blank">press release </a>from DISTRIBUTECH that summarizes our portfolio.&nbsp;</p>]]>Distributed Intelligence,Energy,Innovation,Technology,UtilitiesDistributed Intelligence,Energy,Innovation,Technology,Utilities{34568365-B311-4E88-9D0E-4215B94591FC}https://www.itron.com/na/blog/industry-insights/jeanie-adayCelebrating the Inspiring Women of Itron: Jeanie AdayToday, March 8, marks the observance of International Women’s Day – a global celebration of women’s achievements across social, economic, and cultural realms.Fri, 08 Mar 2024 13:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Today, March 8, marks the observance of <a rel="noopener noreferrer" href="http://www.internationalwomensday.com/" target="_blank">International Women&rsquo;s Day</a> &ndash; a global celebration of women&rsquo;s achievements across social, economic, and cultural realms. This year&rsquo;s theme, <a rel="noopener noreferrer" href="http://www.un.org/en/observances/womens-day" target="_blank">&lsquo;Invest in Women: Accelerate Progress,&rsquo; </a>highlights the critical role that gender equality and the well-being of women play in fostering thriving communities and preserving the vitality of our planet. In recognition of this important day and <a rel="noopener noreferrer" href="http://www.womenshistorymonth.gov/" target="_blank">Women&rsquo;s History Month</a>, Itron is excited to continue our annual blog series dedicated to showcasing the powerful, skilled women of Itron who contribute to Itron&rsquo;s mission of creating a more resourceful world.&nbsp;&nbsp;<br /> &nbsp;<br /> For the first blog of the series, we sat down with Jeanie Aday, technical training associate in the learning, documentation and innovation department, to learn more about her story and the wisdom she&rsquo;s gathered along the way. Check out the highlights of our conversation below:&nbsp;</p> <p><strong>Q: What does an average day working at Itron look like for you?&nbsp;&nbsp;</strong><br /> <br /> <strong>A:</strong> In my position, I wear many hats, so no two days are alike. I might spend one day developing and editing a tutorial video for the Product Training Viva Engage site. Another day could have me immersed in learning the intricacies of one of Itron&rsquo;s solutions, like Streetlight.Vision, to ensure I&rsquo;m fully prepared for customer training sessions. On other occasions, I&rsquo;m involved in compiling and organizing documents from various departments to manage our translation services. &nbsp;<br /> <br /> <strong>Q: What do you enjoy most about your role?&nbsp;</strong><br /> <br /> <strong>A: </strong>I love the diversity in routine that my role gives me. I&rsquo;m constantly engaging with different aspects of our operations and collaborating with different people across various teams, which keeps my work exciting and dynamic. Each task allows me to grow and challenges me in unique ways. This variety not only enhances my skillset, but also keeps me passionately connected to our mission, making every day a rewarding experience. &nbsp;<br /> <br /> I also immensely enjoy working with my department. Everyone on the learning, documentation and innovation team is incredibly supportive. From day one, I felt my ideas and opinions were valued. Our department leaders, Nikki Grewal, Jeffrey Bartley, and John Baston, do a wonderful job fostering a truly psychologically safe environment, which I believe is the reason why everyone on the team is so highly engaged. &nbsp;<br /> <br /> <strong>Q: How have you grown and evolved since beginning your position at Itron?&nbsp;</strong><br /> <br /> <strong>A: </strong>I have grown in every sense of the word since beginning at Itron in June. Previously, I taught for 10 years in public schools, so transitioning to a corporate environment was a significant shift. At Itron, I&rsquo;ve developed a deeper understanding of technology, honed my project management abilities and enhanced my communication skills. This journey has broadened my professional capabilities and enriched my personal growth, making me more adaptable, confident and resourceful. &nbsp;<br /> <strong><br /> Q: Can you share about a role model who has inspired you and how they influenced your career?&nbsp;</strong><br /> <br /> <strong>A:</strong> I come from a family made up entirely of amazing women &ndash; my mother and my three sisters. Growing up, my mother taught us the importance of being dependable and having a strong work ethic, and she embodies those values to this day. With such a strong role model, it&rsquo;s no wonder why all my sisters - and I&rsquo;d like to think myself as well - have grown to be strong, independent women. Although not without faults, it&rsquo;s the commitment to lifelong learning and continuous improvement that I look up to most, qualities I strive to emulate every day. &nbsp;<br /> <br /> <strong>Q:</strong> <strong>What is one piece of advice you would give other women and girls who are looking to excel in their career?&nbsp;</strong><br /> <br /> <strong>A: </strong>My advice is to never stop learning. Follow industry leaders online. Listen to podcasts. Read books. Talk to people outside your department. Ask questions. Play around with new technologies. Don&rsquo;t ever settle with what you already know. &nbsp;</p>]]>Women in Utilities,Innovation,EnergyWomen in Utilities,Innovation,Energy{09E1A314-3CBF-4D97-8B66-2A721ACA40CD}https://www.itron.com/na/blog/forecasting/unlocking-potential-in-rural-areasUnlocking Potential in Rural AreasI recently had a wonderful opportunity to get into the backcountry and saw a quieter side of life where people lead a seemingly laid-back, low-stress lifestyle but still were enjoying all the modern amenities, including the electricity grid. Tue, 05 Mar 2024 12:00:00 Z<![CDATA[Forecasting]]><![CDATA[<p>I recently had a wonderful opportunity to get into the backcountry and saw a quieter side of life where people lead a seemingly laid-back, low-stress lifestyle but still were enjoying all the modern amenities, including the electricity grid.&nbsp;<br /> <br /> It struck me that in these rural environments, it would be really beneficial for the utility to have more information about the grid, how it is loaded, when it is down and if it is being used efficiently or abused. Distances between dwellings and communities are far, it takes time and costs a lot to carry out physical audits on a regular basis.&nbsp; It would also be useful for the consumers to have more visibility about how much energy they are using and when they are using it.&nbsp;<br /> <br /> Everybody in the area uses prepay electricity, but it is the old one-way STS format where there is no feedback from the meter and the local utility is pretty much blind beyond the regional substation.&nbsp;<br /> <br /> With this older STS system, the consumer is better off than the utility because they can look at the meter display to see how much credit they still have available &ndash; but they must be at home to see what is going on because that is where the meter is. Some of the farmers and seasonal workers told me they often forget to look at the meter when they get back home and only remember to recharge the meter credit when they are disconnected. It&rsquo;s irritating when it happens while watching sports or preparing dinner. They would love some kind of early warning.&nbsp;</p> <p><a rel="noopener noreferrer" href="https://data.worldbank.org/indicator/EG.ELC.LOSS.ZS?end=2014&amp;start=2014&amp;view=map&amp;year=2014" target="_blank">Statistics show that losses from 10% to 25%</a> are not uncommon in the local distribution network, some of it is due to fraud. These losses can have a significant impact on the utility&rsquo;s ability to properly service its customers.&nbsp;<br /> <br /> What to do? Dropping prepayment and deploying AMI is one option, but consumers are used to the flexibility prepayment offers. They pay when they have money available, as much as they want or can afford, and don&rsquo;t have to try to save until the end of the month.&nbsp;<br /> <br /> The solution is to deploy AMI but keep prepayment as the billing option. There are 2 ways of doing this, both supported by Itron. The most flexible option is to deploy a thin prepayment where the prepayment functionality is orchestrated from the system. Another option is to use a hybrid method where the meter retains its prepayment capability and control but the credit tokens are delivered over the air via the AMI system.&nbsp;<br /> <br /> In either case, the payback for the utility is immediate. The utility gets real-time data about grid activities, enabling them to promptly identify issues and take whatever necessary corrective action is required to ensure optimal grid performance. Additionally, thin prepayment systems empower utilities to design intricate time-varying tariffs allowing them to better manage the varying demand patterns throughout the day, week, or even season and utilize the benefit of distributed generation often found in diverse energy landscapes like rural communities.&nbsp;&nbsp;<br /> <br /> For both the thin prepayment and hybrid prepayment, the consumer now has an app that can show them how they are using energy, warns them when they have limited credit left and they can recharge their prepay account directly from the app, eliminating the need to rush home to type in tokens. Management and control of their energy use becomes so much easier.&nbsp;</p>]]>Energy,Innovation,Advanced Metering Infrastructure,PrepayEnergy,Innovation,Advanced Metering Infrastructure,Prepay{7DDABF2C-ECCD-40BE-B566-9358B8D9A7AF}https://www.itron.com/na/blog/industry-insights/womens-history-month-2024Women’s History Month 2024: Celebrating Women Who Power the Energy Industry In celebration of Women’s History Month 2024, we’re recognizing remarkable contributions from women whose ingenuity, leadership and perseverance catalyzed critical transformation in the energy sector.Fri, 01 Mar 2024 09:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>In celebration of Women&rsquo;s History Month 2024, we&rsquo;re recognizing remarkable contributions from women whose ingenuity, leadership and perseverance catalyzed critical transformation in the energy sector. From pioneers in renewable energy to influential policy makers and engineers who have revolutionized how we harness and distribute energy, we&rsquo;re celebrating a few of the many women who have laid the groundwork for a more inclusive and forward-thinking industry. Keep reading as we share parts of their stories and recognize the exceptional impacts they&rsquo;ve made in powering the energy industry forward.&nbsp;<br /> <br /> <strong>Edith Clarke&nbsp;<br /> </strong>Edith Clarke was the first woman to earn her master&rsquo;s in electrical engineering from MIT and to be professionally employed as an electric engineer in the United States. After working on electric power transmission line problems at General Electric for 26 years, she taught electrical engineering (EE) at the University of Texas, Austin, where she became the first female EE professor in the U.S. and worked there until she retired. Between 1923 and 1951, Clarke authored or co-authored nineteen technical papers. She became the first women elected a fellow of the American Institute of Electrical Engineers and received a lifetime Achievement Award from the Society of Women Engineers, which highlighted her ability to simplify laborious calculations in the design and operation of electrical power systems and her work in system instability.<sup><a rel="noopener noreferrer" href="https://edisontechcenter.org/Clarke.html" target="_blank">1&nbsp;</a></sup></p> <p><strong>Grace Hopper&nbsp;</strong></p> <p>Grace Murray Hopper was an American computer scientist and United States naval officer. Hopper is best known for her trailblazing contributions to computer programming, software development, and the design and implementation of programming languages. In 1952, she developed the first compiler called A-O, which translated mathematical code into machine-readable code, and this was a critical step toward creating modern programming languages. She retired from the Navy as a rear admiral at the age of 97 &ndash; the oldest serving officer in the U.S. armed forces. The U.S. Navy destroyer USS Hopper (DDG-70) is named after her, as was the Cray XE6 "Hopper" supercomputer at NERSC. Although she passed away in 1996, she was honored with the Presidential Medal of Freedom in 2016 in recognition of her lifelong leadership role in the field of computer science.<sup><a rel="noopener noreferrer" href="https://president.yale.edu/biography-grace-murray-hopper" target="_blank">2</a></sup>&nbsp;</p> <p><strong>Dr. Shirley Jackson&nbsp;</strong></p> <p>Dr. Shirley Jackson was the first African American woman to earn a doctorate at MIT and is responsible for monumental telecommunications research that led to the invention of products such as the touch-tone phone, portable fax, fiber optic cables and caller ID. In 1994, she served as chair of the Nuclear Regulatory Commission, where she developed and implemented regulations for assessing risk at the country&rsquo;s nuclear power plants. In 1999, Jackson returned to academia and became the 18th president of the Rensselaer Polytechnic Institute. While in this position, Dr. Jackson worked to reduce the student-faculty ratio, increase research funding and facilitate the addition of new facilities. During her presidential tenure at RPI, applications to the school nearly quadrupled and research dollars tripled.<sup><a rel="noopener noreferrer" href="https://www.technologyreview.com/2017/12/19/146775/the-remarkable-career-of-shirley-ann-jackson/" target="_blank">3</a></sup></p> <p><strong>Maria Telkes&nbsp;<br /> </strong><br /> Born in Hungary, Maria Telkes made a name for herself in the field of solar energy research and development as &lsquo;the Sun Queen.&rdquo; After earning her B.A. and Ph.D. from the University of Budapest, she moved to the United States and joined the Cleveland Clinic Foundation as a biophysicist, where her work with George Washington Crile, a well-known surgeon, led to the development of a photoelectric device to measure brain waves. During World War II, she invented and patented an emergency desalination kit that used solar power to make seawater drinkable for pilots and sailors stranded in the Pacific. After the war, she created the first solar-powered home heating system in the late 1940s and helped the U.S. Department of Energy create the first solar-electric residence.<sup><a rel="noopener noreferrer" href="https://lemelson.mit.edu/resources/maria-telkes" target="_blank">4&nbsp;</a></sup></p> <p><strong>Vivian Yam Wing-Wah&nbsp;Professor </strong></p> <p>Vivian Wing-Wah Yam is a chemist whose work on brighter and more efficient organic light-emitting diodes (OLEDs) has led to the development of more efficient displays for mobile phones and laptops. As a professor in Chemistry and Energy at the University of Hong Kong and an Associate Editor of Inorganic Chemistry, her aim is to reduce the amount of energy used in lighting by developing much more efficient lights and displays as well other use cases, such as increasing digital data storage capacity. Yam&rsquo;s research on organometallic luminophores helped develop OLEDs into the well-known and widely used technology they are today. She also happens to be the youngest female ever elected to the Chinese Academy of Sciences.<sup><a rel="noopener noreferrer" href="https://axial.acs.org/cross-disciplinary-concepts/vivian-yam" target="_blank">5</a></sup>&nbsp;</p> <p>Stay tuned for upcoming blogs in celebration of Women&rsquo;s History Month, where we&rsquo;ll spotlight the talented women of Itron who are driving innovation, inspiring their colleagues and leading the way for future generations of women.&nbsp;&nbsp;</p>]]>Innovation,Women in UtilitiesInnovation,Women in Utilities{32DAF871-9E71-41B7-B49D-EDD7644EF24C}https://www.itron.com/na/blog/industry-insights/techadvantage-2024TechAdvantage 2024: Empowering Electric Cooperatives with More IntelligenceInfrastructure is aging and grid requirements are changing fast.Wed, 28 Feb 2024 11:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Infrastructure is aging and grid requirements are changing fast. The global demand for energy is on the rise. The frequency and severity of extreme weather events are increasing rapidly. The electric grid is more dynamic and complex than ever before. These challenges, in addition to many others, are forcing electric cooperatives and utilities to implement affordable solutions that create efficiencies, increase safety and enhance reliability. We look forward to showcasing how Itron can help electric cooperatives do just that &ndash; and turn these challenges into opportunities at <a rel="noopener noreferrer" href="https://www.cooperative.com/conferences-education/meetings/techadvantage/Pages/default.aspx" target="_blank">TechAdvantage 2024</a>.&nbsp;&nbsp;<br /> <br /> TechAdvantage 2024, the premier event for technology professionals to explore the solutions and strategies shaping and driving the future of the electric cooperative industry, is taking place in San Antonio, TX, from March 3-6. In Itron booth 1248, attendees will have the opportunity to explore Itron&rsquo;s proven, reliable solutions for real-world applications that address evolving grid challenges &ndash; leverage broadband FTTH for AMI (Advanced Metering Infrastructure) &ndash; as well as solutions for solar and electric vehicle (EV) integration.&nbsp;&nbsp;</p> <p>As TechAdvantage attendees can learn from visiting <strong>booth 1248</strong>, Itron offers smart innovations for all sizes of electric cooperatives through a variety of services and technologies:&nbsp;</p> <ul> <li><strong><a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2024/02/14/itron-to-showcase-innovative-grid-edge-intelligence-portfolio-at-distributech-2024" target="_blank">Grid Edge Intelligence Portfolio</a>:</strong> With Itron&rsquo;s proven Grid Edge Intelligence solutions, experience greater visibility and more control at the grid edge to better manage the integration of increasingly distributed and intermittent loads and supply sources amid rising energy demand.&nbsp;</li> <li><strong><a rel="noopener noreferrer" href="http://Advanced Metering Infrastructure" target="_blank">Advanced Metering Infrastructure (AMI)</a>:</strong> Deliver more accurate and timely data for billing purposes, reduce truck rolls, increase operational efficiency, improve customer service and provide visibility to granular interval data, voltage, and outage data &ndash; all using Itron&rsquo;s Gen5 AMI offering.&nbsp;</li> <li><strong><a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/distribution-automation" target="_blank">Distribution Automation (DA)</a>: </strong>With DA communications leveraging intelligent connectivity from Itron, you can plan and operate distribution systems to monitor and maintain voltage across the network and reroute power in case of disruptions.&nbsp; &nbsp;</li> <li><strong><a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/how-we-deliver/networks" target="_blank">Network Communications</a>: </strong>Itron&rsquo;s Fiber Mini Access Point helps cooperatives leverage fiber network assets for fast, reliable next-generation AMI, distributed intelligence, DA, low-voltage network management, smart lighting and more to enable grid modernization beyond meter-to-cash.&nbsp;</li> <li><strong><a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities" target="_blank">Smart Communities</a>: </strong>Leverage Itron&rsquo;s network, software and partner ecosystem to enable streetlight controls and other member-facing applications. Provide intelligent transportation services for electric vehicles, reduce carbon emissions and improve public safety outcomes with Itron&rsquo;s diverse array of smart city solutions.&nbsp;</li> </ul> <p>&nbsp;</p> <p>Are you attending TechAdvantage? Stop by booth 1248 to learn how Itron solutions can reimagine service delivery for your cooperative by enabling more intelligent infrastructure and applications that result in more resiliency and reliability. See you in Texas!&nbsp;&nbsp;</p>]]>Electric Vehicle,Energy,TechnologyElectric Vehicle,Energy,Technology{158BFE6E-ADB9-4CCF-A353-FB540BE308F7}https://www.itron.com/na/blog/industry-insights/centering-community-voices-in-the-energy-transitionCentering Community Voices in the Energy TransitionSecuring stakeholder input continues to be a priority for regulators as utilities seek assistance through initiatives like the Infrastructure and Jobs Act (IIJA). Mon, 26 Feb 2024 14:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Public input continues to be a priority for regulators as utilities seek assistance through initiatives like the Infrastructure Investment and Jobs Act (IIJA). Legislation mandating stakeholder involvement is becoming increasingly prevalent across the United States and presents a significant opportunity for utilities and cities to better engage the general public in their plans to upgrade infrastructure, increase safety and improve quality of life for their communities. As the transition to renewable energy accelerates, regulators are looking for award recipients to ensure everyone can have an equitable part in solving and benefiting from the complex challenges the industry is working to solve.&nbsp;&nbsp;<br /> <br /> Despite the complexities that can come with expanded community engagement and input, it&rsquo;s critical for utilities across the country to actively strengthen relationships with community leaders and their customers to better understand the unique challenges and considerations their communities face as the energy transition forges ahead. As our communities experience an influx of electric vehicles and other distributed energy resources, there is tremendous opportunity to create more collaborative, inclusive and connected communities of the future.&nbsp;<br /> <br /> In this blog of Itron&rsquo;s IIJA series, we&rsquo;re discussing the importance of stakeholder engagement, actionable steps utilities can take and the role Itron can play in the process. Check out the additional blogs in our IIJA series <a rel="noopener noreferrer" href="https://www.itron.com/na/search#q=IIJA&amp;t=BlogTab&amp;sort=%40documentdate%20descending" target="_blank">here </a>and keep reading for valuable insights to inform your utility&rsquo;s application for IIJA funding.&nbsp;&nbsp;</p> <p><strong>Community-Based Plans: What are they and why do they matter?&nbsp;</strong><br /> <br /> A comprehensive outline of community engagement activities and stakeholder input processes is required in every application for IIJA. This documentation has been defined by the Department of Energy as a community-based plan (CBP). CBPs are based on a set of four core policy priorities:&nbsp;</p> <ol> <li>Engaging communities and labor;&nbsp;</li> <li>Investing in America&rsquo;s workers through quality jobs;&nbsp;</li> <li>Advancing diversity, equity, inclusion and accessibility through recruitment and training; and&nbsp;&nbsp;</li> <li>Implementing Justice40, which directs 40% of the overall benefits of certain Federal investments to flow to disadvantaged communities.<sup><a rel="noopener noreferrer" href="https://www.energy.gov/infrastructure/about-community-benefits-plans" target="_blank">1</a></sup></li> </ol> <p>&nbsp;</p> <p>These fundamental principles are in place to promote equitable and widespread adoption in the shift to renewable energy. CBPs are deliberately designed to be adaptable, allowing for a compilation of the most effective strategies from the primary applicant, i.e. a utility, along with all participating stakeholders. It&rsquo;s important for plans to be detailed, actionable and quantifiable as they typically account for 20 percent of the proposal evaluation. It is also critical to articulate the community feedback in your grant application, which can be a key differentiator in project scoring and determine if it receives a grant.&nbsp; For grant applications focused on the deployment of clean energy infrastructure, this percentage is divided equally into four parts: success of the project, efficient allocation of taxpayer money, prompt execution of the project and enhancement of private sector engagement in initiatives funded by the Bipartisan Infrastructure Law (BIL) and the Inflation Reduction Act (IRA).<sup><a rel="noopener noreferrer" href="https://www.energy.gov/infrastructure/about-community-benefits-plans" target="_blank">2</a>&nbsp;</sup></p> <p>To develop a robust CBP, foster mutually beneficial community relationships and obtain stakeholder input, here are a few key steps your utility should consider:&nbsp;</p> <p><strong>Start by identifying disadvantaged communities in your utility&rsquo;s service area.&nbsp;</strong><br /> <br /> As discussed in our previous <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/justice40" target="_blank">Justice40 blog</a>, a community qualifies as disadvantaged if the census district is above the threshold for one or more environmental or climate indicators in addition to socioeconomic indicators including but not limited to low income, high rent burden, members or groups that have historically experienced discrimination on the basis of race or ethnicity, etc.<sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/wp-content/uploads/2022/02/CEQ-CEJST-QandA.pdf" target="_blank">3</a></sup> Utility companies have access to essential data for populations in their service area, which positions them to ensure that these communities are positively impacted by the shift to renewable energy. Identify the federal climate and economic indicators for your specific area using the tool&nbsp;<a rel="noopener noreferrer" href="https://screeningtool.geoplatform.gov/en/#3/33.47/-97.5" target="_blank">here</a>.&nbsp;&nbsp;<br /> <br /> <strong>Ensure your outreach is accessible to the audiences you&rsquo;re trying to reach.&nbsp;<br /> </strong><br /> While the measurable criteria of these communities is available by state, a more substantial effort is needed to understand their specific challenges.&nbsp;It&rsquo;s critical for outreach to be conducted in a community's preferred language and in a way that is digestible and straightforward. Employing an outreach coordinator who resides within your service area and has demonstrated experience in connecting with the local community is one way to approach this. Outreach coordinators can help facilitate positive interactions and successful communication between utilities and their local communities.&nbsp;<br /> <br /> <strong>Collaborate with local organizations.&nbsp;&nbsp;<br /> </strong><br /> The sole act of inviting communities to provide input during the planning process isn&rsquo;t enough. Effective community engagement requires continued collaboration to develop and execute initiatives that evenly spread advantages among those communities. Community organizations, such as non-profits, colleges, school districts, metropolitan planning organizations (MPOs), transit districts, etc., make great partners for utilities that are taking on this work, as they are already on the ground and actively implementing outreach within their communities.&nbsp;&nbsp;</p> <p><strong>Establish a reporting framework.&nbsp;<br /> </strong><br /> A well-structured reporting framework is essential. After funding is awarded, the governing agency will require a thoughtful and detailed reporting plan to lend visibility and transparency into the project's implementation. Articulating a framework that incorporates feedback and strategies from each stakeholder is critical in the grant application. It also gives you a head start in the negotiation phase and execution of the grant award. Below is an example of the benefits metrics from the Department of Energy.&nbsp;</p> <p><img height="742" alt="Example Benefit Metrics" width="591" src="-/media/3a7194683a1f404faffaad7b394eaeae.ashx" /></p> <p><strong>How Itron Can Help&nbsp;<br /> </strong><br /> Collaboration between utilities and their key stakeholders on IIJA program application and deployment can result in quicker roll outs, reduced project costs and maximized outcomes. With our seasoned expertise, Itron can help your utility connect with the local community and make the most of IIJA funding while supporting the facilitation and buy-in process along the way. To learn more about proven Itron solutions and technologies that are compatible with IIJA funding, improve quality of life and reduce carbon emissions, check out the most recent blogs in our IIJA series: <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/justice40" target="_blank">IIJA and Justice40: Empowering Utilities to Invest in Communities </a>and <a href="https://www.itron.com/na/blog/industry-insights/utilities-mpos-and-iija-funding">Key Drivers of the Energy Transition? Utilities, MPOs and IIJA Funding</a>.&nbsp;<br /> <br /> For more information about Itron solutions and IIJA, stop by <strong>Itron booth 2200</strong> at <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/distributech-2024" target="_blank">DISTRIBUTECH 2024</a> from Feb. 27-19 in Orlando, FL or reach out to <a href="mailto:dave.stensland@itron.com">Dave Stensland</a>, business development director, IIJA.&nbsp;</p>]]>Corporate Social Responsibility,IIJA,Innovation,Safety,SustainabilityCorporate Social Responsibility,IIJA,Innovation,Safety,Sustainability{254BE7F7-A294-49C0-A566-1F3A1B2A1348}https://www.itron.com/na/blog/forecasting/in-the-unlikely-eventIn the Unlikely EventImprobable phenomena occur every day.Fri, 23 Feb 2024 13:00:00 Z<![CDATA[Forecasting]]><![CDATA[<p>Improbable phenomena occur every day. People travel to distant countries and see friends from their hometowns. Demonstrably worse athletes beat their opponents. People select the correct card in games of Three Card Monte, a scam in which the location of the correct card is purposely obscured.&nbsp;<br /> <br /> Outside my office window, for instance, a large tree rests on its side precisely where it fell on a neighbor&rsquo;s property during a recent storm. Happily, although improbably, the tree fell in such a way that it completely missed a nearby house (along with its inhabitants), the street, and shockingly, the electrical lines. Sadly, there has been no progress in the removal of said downed tree, but I digress&hellip;&nbsp;<br /> <br /> Quantifying the probabilities of such real-world events is challenging. Instead, let&rsquo;s think of a more constrained problem: tossing a fair coin and getting 10 heads in a row. Or, to use the more arcane and esoteric language of numismatics &ndash; 10 consecutive obverses. On its face (so to speak), this event would seem to be vanishingly improbable.&nbsp;<br /> <br /> Coin tosses (for fair coins) are statistically independent events, which means that the outcome of one toss is unrelated to the outcome of any other toss. No matter how many Heads you toss consecutively, the next toss will still have a 50% chance of turning up Heads. The probably of 10 Heads in a row is thus the product of each probability:&nbsp;&nbsp;</p> <p><img height="55" alt="Equation" width="496" src="-/media/35ab649747b640dc8052601eef500fe8.ashx" /></p> <p>Let&rsquo;s consider that there are plenty of <a rel="noopener noreferrer" href="https://stacker.com/art-culture/odds-50-random-events-happening-you" target="_blank">other less likely occurrences</a>:&nbsp;</p> <ul> <li>Being struck by lightning during your life: 1 in 15,300&nbsp;</li> <li>Being killed in an airplane crash: 1 in 11,000,000&nbsp;</li> </ul> <p>&nbsp;</p> <p>Both examples are tragic and horrific. However, you are far more likely to sit at your kitchen table, toss a coin 10 times, and get 10 Heads in a row, than you are to have either of these events befall you.&nbsp;<br /> <br /> Now, let&rsquo;s try to simulate the coin-tossing results in Excel (<a rel="noopener noreferrer" href="https://go.itron.com/CoinFlip" target="_blank">see an example</a>), where we can use the <a rel="noopener noreferrer" href="https://support.microsoft.com/en-us/office/rand-function-4cbfa695-8869-4788-8d90-021ea9f5be73" target="_blank">RAND </a>function, which &ldquo;returns an evenly distributed random real number greater than or equal to 0 and less than 1.&rdquo; The following equation returns 1 (i.e., TRUE) if RAND returns a value less than or equal to 0.5, indicating a 50% probability. In this case, we are assigning an outcome of Heads to values less than or equal to 0.5. In each of the cells labeled Trial1, Trial2, &hellip; Trial10 (in the image below), the following formula appears:</p> <p style="text-align: center;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">=(</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW117381893 BCX8" style="margin: 0px; padding: 0px; border-bottom: 1px solid transparent;">RAND(</span><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">)&lt;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW117381893 BCX8" style="margin: 0px; padding: 0px; border-bottom: 1px solid transparent;">0.5)*</span><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">1</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">Person 1, 2, &hellip; 1023, 1024 represent individuals tossing a coin 10 times. The columns labeled Trial1, Trial2, &hellip; Trial10 represent the 10 coin-tosses, where 1 indicates Heads and 0 indicates Tails. The Count column indicates the total number of Heads for each person:&nbsp;<br /> <br /> <span style="white-space: pre;"> </span>Person 1 has 5 Heads.&nbsp;<br /> <br /> <span style="white-space: pre;"> </span>Person 2 has 6 Heads.&nbsp;<br /> <br /> <span style="white-space: pre;"> </span>&hellip;&nbsp;<br /> <br /> <span style="white-space: pre;"> </span>Person 1023 has 5 Heads.&nbsp;<br /> <br /> <span style="white-space: pre;"> </span>Person 1024 has 7 Heads.&nbsp;</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"><img height="115" alt="Trials" width="700" src="-/media/157ac01878684b309715a0c77239d4f4.ashx" /></span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">&hellip;&nbsp;</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"><img height="82" alt="Trial results" width="702" src="-/media/75349998562b419685023f4f4b53b9be.ashx" /></span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">The following figure displays the Count column for each of the 1024 simulated people (in order from Person 1 to Person 1024), corresponding to the number of Heads tossed by each person, with the single value of 10 highlighted indicating the individual who tossed 10 Heads in a row.&nbsp;</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"><img height="250" alt="results" width="712" src="-/media/cef4c69def0a4743938f43f8ee500d33.ashx" /></span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">The Excel RAND function recalculates each time the spreadsheet is updated. Consequently, we can view multiple sets of results.&nbsp;&nbsp;<br /> <br /> In the following, two people tossed 10 Heads in a row. As a related matter, two people tossed 0 heads (i.e., 10 Tails) in a row.&nbsp;</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"><img height="249" alt="results" width="715" src="-/media/0e6e59a8d951452e8858f01d3cdcedea.ashx" /></span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">In the following, one person tossed 10 Heads in a row and one person tossed 0 Heads (i.e., 10 Tails).&nbsp;</span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"><img height="249" alt="results" width="712" src="-/media/f674ae8dd65446c6a359f31601295c43.ashx" /></span></span></p> <p style="text-align: left;"><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;">If we run through this process many times, the value of 10-Heads will converge to 1 in 1024. <a rel="noopener noreferrer" href="https://en.wikipedia.org/wiki/Law_of_large_numbers" target="_blank">The Law of Large Numbers</a> describes this phenomenon.&nbsp;<br /> <br /> Before having worked through the math, I would have guessed that you would need more than 1024 trials to get 10 Heads in a row. Here is the takeaway: improbable events will occur if we run enough trials. Unfortunately, we cannot re-run the universe to change the factors that contributed to the tree&rsquo;s demise to see how it might have fallen differently.&nbsp;<br /> <br /> In the context of energy forecasting, unlikely (yet consequential) events include extreme weather conditions and dramatic changes in economic conditions, each of which can be evaluated for their probability of occurrence.&nbsp;</span></span><span data-contrast="auto" class="TextRun SCXW117381893 BCX8" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;"><span class="NormalTextRun SCXW117381893 BCX8" style="margin: 0px; padding: 0px;"></span></span><span style="background-color: #ffffff; color: #000000;"></span></p> <p>&nbsp;</p>]]>Energy,Utilities,Tips and TricksEnergy,Utilities,Tips and Tricks{EA1DB86D-13EA-4E56-99E3-00A51DD8B09E}https://www.itron.com/na/blog/industry-insights/shining-a-light-on-the-grid-edgeShining a Light on the Grid Edge: the Evolution of Distributed Energy ManagementDuring recent industry events Itron has attended across the globe, I noticed a shift. Thu, 22 Feb 2024 10:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>During recent industry events Itron has attended across the globe, I noticed a shift. In years past, most folks who came by the Distributed Energy Management (DEM) booth were simply walking by or lightly curious. Many of them struggled to make the leap between understanding Itron as an advanced metering infrastructure (AMI) vendor and a Distributed Energy Resource Management System (DERMS) vendor. Now, conversations with our utility customers around DERMS are noticeably more serious and urgent.&nbsp;&nbsp;<br /> <br /> I&rsquo;d like to think the uptick in interest in what Itron is doing in the DERMS space is entirely related to the DEM project team&rsquo;s recent efforts to frame our solutions in ways that are more accessible to the larger utility audience. However, when I think about it, it&rsquo;s much more likely that the continued proliferation of electric vehicles (EVs) and distributed energy resources (DERs) &ndash; and the challenges that unmanaged DERs represent to the grid &ndash; is now top-of-mind for most utilities, and DERMS solution are an integral part of their strategies moving forward.&nbsp;&nbsp;</p> <p>While there are many valuable takeaways about the evolving DEM space from conversations at recent events in addition to continued feedback from our customers and extensive industry research, one thing remains clear: many utilities have characterized the Grid Edge as &lsquo;dark&rsquo; and urgently need to redefine management at the Grid Edge &ndash; from the substation all the way to the customer&rsquo;s living room. This challenge is exactly what Itron&rsquo;s DEM team can help our customers solve. &nbsp;<br /> <br /> At Itron, we are laser focused on shining a light on what used to be the darkness of the Grid Edge. We have the tools, products and overarching solutions to help our customers plan for the energy transition, gain visibility into the DERs that are coming online and effectively manage those resources. Utilities and cities are already investing in new meters and networks to communicate, and Itron can help leverage these investments and assets to more effectively accelerate our customers decarbonization goals. &nbsp;</p> <p>Itron&rsquo;s position as one of the leading providers of Grid Edge Intelligence solutions, enabled by distributed intelligence, is now resonating more than ever in the DERMS context as utilities begin to realize and embrace the fact that grid-edge challenges are most naturally and efficiently solved at the Grid Edge itself. If we can leverage existing infrastructure to manage the load, we can improve grid operations and reduce operating costs. In turn, understanding Itron as both an AMI vendor and DERMS vendor no longer seems surprising, but rather obvious. Itron knows utilities &ndash; our experience in this space spans over 40 years. The breadth of our technology makes us uniquely qualified to empower utilities with visibility at the grid edge. &nbsp;<br /> <br /> I look forward to continuing the conversation about Itron&rsquo;s DERMS and Grid Edge Intelligence capabilities during <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/dtech" target="_blank">DISTRIBUTECH 2024</a> from Feb. 27-29 in Orlando, Florida. Connect with Itron in booth #2200 to learn how your utility can enhance Grid Edge visibility and control while ensuring reliability, enhancing customer engagement and automating real-time operations. &nbsp;</p>]]>Distributed Intelligence,Distributed Energy Management,Technology,InnovationDistributed Intelligence,Distributed Energy Management,Technology,Innovation{1B2C6FF6-AB6B-4315-8382-92F63E5900BF}https://www.itron.com/na/blog/industry-insights/distributech-2024DISTRIBUTECH 2024: Providing More Intelligence and Control at the Grid EdgeThe grid is becoming more dynamic and unpredictable than ever before. Transportation, heating and cooling are actively shifting toward electrification as the global demand for electricity continues to surge, which is even more amplified by the growing influx of rooftop solar (PV), wind power, residential battery storage and other distributed energy resources (DERs), such as electric vehicles (EVs). Tue, 20 Feb 2024 10:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>The grid is becoming more dynamic and unpredictable than ever before. Transportation, heating and cooling are actively shifting toward electrification as the global demand for electricity continues to surge, which is even more amplified by the growing influx of rooftop solar (PV), wind power, residential battery storage and other distributed energy resources (DERs), such as electric vehicles (EVs). These trends, combined with the impacts of extreme weather and aggressive decarbonization goals, are putting an enormous amount of pressure on grid operators to deliver reliable and safe energy. What once was a matter of balancing supply and demand has evolved into a highly complex challenge for utilities and communities everywhere.&nbsp;&nbsp;</p> <p>At <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/dtech" target="_blank">DISTRIBUTECH 2024</a>, the industry&rsquo;s leading annual transmission and distribution event, attendees will see firsthand how Itron enables grid edge intelligence&mdash;and how more intelligence can address utility challenges today and into the future. Visit us in <strong>booth 2200, Feb. 27-29</strong> <strong>in Orlando, Florida </strong>to explore the possibilities. Stay on the lookout for the following grid edge intelligence solutions and technologies on display in the Itron booth:&nbsp;</p> <ul> <li><strong>Intelligent Connectivity</strong> with multi-transport industrial IoT (IIoT) networking that delivers robust connectivity to devices and applications including DI-enabled smart meters, behind-the-meter DERs and distribution automation devices.&nbsp;</li> <li><strong>Operations and Data Management </strong>including solutions like the Itron Enterprise EditionTM and Operations Optimizer that deliver cost-effective automation of operations and manage device and network connectivity operation and data delivery. Itron&rsquo;s DataHub will also be featured, which provides a united, user-friendly platform for utilities and third parties to provide easy and secure data access, and to facilitate the sharing of metering data, billing information and grid edge data.&nbsp;</li> <li><strong>Itron Optimizer Solutions</strong> including Grid Edge Optimizer for providing grid edge analytics to support grid planning and operations, Distributed Energy Optimizer, Itron&rsquo;s unique grid aware DERMs solution, Electric Vehicle Optimizer and more.&nbsp;</li> <li><strong>Distributed Intelligence (DI) Applications </strong>including Active Transformer Load Monitoring, Location Awareness, EV and Solar Awareness and Itron&rsquo;s Safety Bundle are part of Grid Edge Optimizer. DI utilizes analytics to provide near real-time situational awareness and localized control, which provide significant value on top of the operational benefits gained from an advanced metering infrastructure (AMI) network.&nbsp;</li> <li><strong>Smart Communities </strong>solutions that leverage our IIoT network, software and partner ecosystem to enable innovation and efficiency for communities of all sizes. Providing connected smart lighting, intelligent transportation services, deploying resilient and sustainable infrastructure, reducing carbon emissions and improving public safety becomes possible &ndash; all with solutions from Itron.&nbsp;</li> </ul> <p>&nbsp;</p> <p>Attendees are also invited to see Itron solutions in action with the <strong>Itron Experience</strong>. They will be able to &ldquo;Choose Your Own Grid Adventure&rdquo; and watch how their decisions just might make or break the grid. Demos include EV awareness, Grid Edge Management, Location Awareness, Active Transformer Load Monitoring and DER Optimizer.&nbsp;&nbsp;</p> <p><strong>Where to Find Us:&nbsp;<br /> </strong><br /> Connect with us on the show floor in booth 2200. We also have several speaking engagements where you can discover firsthand how our solutions and technology are spearheading the transformation of sustainable energy, water and city service management.&nbsp; &nbsp;</p> <p><strong>Tuesday, Feb. 27&nbsp;<br /> </strong><br /> 8:00 a.m. ET | Keynote| Welcome&nbsp;</p> <ul> <li>Speakers: Tom Deitrich, President and CEO, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>10:15 &ndash; 11:15 a.m. ET | DER Management Enabling Evolution from Cloud Only to Local, Autonomous Control via DI-enabled DERMS&nbsp;</p> <ul> <li>Speakers: Nick Tumilowicz and Mike Ting, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>10:15-11:15 a.m. ET | What Else Can Your Smart Streetlight Do for You?&nbsp;</p> <ul> <li>Speakers: Jason Stanislaus &amp; Greg Bell, ComEd&nbsp;&nbsp;</li> </ul> <p>&nbsp;</p> <p>11:00 &ndash; 11:30 a.m. ET | Hub Session: Innovative &amp; Emerging Technologies &ndash; A Golden Opportunity: Duquesne Light Company&rsquo;s Journey to Next-Generation AMI&nbsp;</p> <ul> <li>Speakers: John Sala &amp; Mitch Davda, Duquesne Light Company&nbsp;</li> </ul> <p>&nbsp;</p> <p>11:05 &ndash; 11:35 a.m. ET | Your Streetlight as a Meter&nbsp;</p> <ul> <li>Speakers: Larry Paulhus, Patrick Engineering/AEP; Scotty Hutto, SESCO, Georgia Power (Retired)&nbsp;</li> </ul> <p>&nbsp;</p> <p>12:00 &ndash; 1:00 p.m. ET | Hub Session: Grid Technologies &ndash; Exploring the Value of Distributed Intelligence Use Cases in Advance of Deployment&nbsp;&nbsp;</p> <ul> <li>Speakers: Alexander Bermeo &amp; Jason Stanislaus, Commonwealth Edison; Luis Pizano, Eversource; Natalie Hammer, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>1:50 &ndash; 2:50 p.m. ET | Utility EV Managed Charging Programs: Lessons Learned&nbsp;</p> <ul> <li>Speakers: Mark Rawson, Rhythmos; Mark Moiz, Eversource; Cory Gordon, Duke Energy; Katie Parkinson, Rolling Energy Resources; Daniel Carr, Alectra Utilities&nbsp;&nbsp;</li> </ul> <p>&nbsp;</p> <p>2:00 &ndash; 2:30 p.m. ET | Hub Session: Investigating the Detection of Waveform Anomalies in Order to Maintain Grid Stability&nbsp;&nbsp;</p> <ul> <li>Speakers: Mel Gehrs &amp; Chaitanya Baone, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>5:00 &ndash; 6:00 p.m. ET | Welcome Reception: Itron booth 2200&nbsp;</p> <p><strong>Wednesday, Feb. 28</strong>&nbsp;<br /> <br /> 9:15 &ndash; 10:15 a.m. ET | Shared Networks One Year In: The Reality and Lessons Learned from Sharing Electric &amp; Gas AMI Networks&nbsp;</p> <ul> <li>Speakers: (Moderator) Jessical Lyman, B&amp;V; Greg Bell, ComEd; Michelle Kolp, WEC Energy; Nick Mullen, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>10:05 &ndash; 10:35 a.m. ET | Creating a More Sustainable Future : Con Edison and Itron&rsquo;s Journey Toward Resourcefulness&nbsp;</p> <ul> <li>Speakers: Elizabeth Cook, Con Edison; Rebecca Hussy &amp; Tim Claes, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>10:05 &ndash; 10:35 a.m. ET | Grid Decarbonization through DER Orchestration: Leveraging Customer Energy Resource Flexibility at Scale&nbsp;</p> <ul> <li>Speaker: Jay Oliver, Duke Energy&nbsp;&nbsp;</li> </ul> <p>&nbsp;</p> <p>10:15 &ndash; 10:45 a.m. ET | Hub Session: Where Am I?&mdash;Are Your Meters &amp; Transformers Locationally Aware?&nbsp;</p> <ul> <li>Speakers: Shawn Mundy, CenterPoint Energy; Aaron Almand, TECO Energy; Jason Williams, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>1:00 &ndash; 2:00 p.m. ET | Planning for EV Impacts on the Distribution Grid&nbsp;</p> <ul> <li>Speakers: (Moderator) Jouni Peppanen, EPRI; Kevin Young, TECO Energy; Joseph Johnson, TVA; Justin Harrison, Alabama Power, Ankush Agarwal, Exelon&nbsp;</li> </ul> <p>&nbsp;</p> <p>1:00 &ndash; 2:00 p.m. ET | LPWAN 4G/5G Evolution and the Power of Cellular and Mesh&nbsp;</p> <ul> <li>Speakers: Oleg Pachkovets &amp; Matt Smith, Itron&nbsp;&nbsp;</li> </ul> <p>&nbsp;</p> <p>1:50 &ndash; 2:50 p.m. ET | Harnessing Networked Distribution Automation for Enhanced Reliability, Efficiency, Growth and Safety&nbsp;</p> <ul> <li>Speakers: (Moderator) Tracy Morales, Itron; Taylor Sprinkle, CORE Electric Cooperative; Nadeem Khouri, Sentient Energy&nbsp;&nbsp;</li> </ul> <p>&nbsp;</p> <p>2:40 &ndash; 3:10 p.m. ET | Sustainability Through Streetlights: Tracking Community Carbon Reduction&nbsp;</p> <ul> <li>Speakers: Arturo Rodriguez, City of Chicago; Carlos Lopez, Itron&nbsp;</li> </ul> <p>&nbsp;</p> <p>We look forward to connecting! Check out the full list of Itron speaking engagements <a rel="noopener noreferrer" href="https://www.itron.com/company/events/dtech#agenda" target="_blank">here</a>. For more information on what we are up to at the show, visit <a rel="noopener noreferrer" href="https://www.itron.com/company/events/dtech" target="_blank">www.itron.com/dtech</a> and follow #ItronNewEra on social media.&nbsp;</p> <p>&nbsp;</p>]]>Innovation,Renewable Energy,Smart Grid,Sustainability,TechnologyInnovation,Renewable Energy,Smart Grid,Sustainability,Technology{ABE40ED2-BACB-481E-A35F-7E60305F8850}https://www.itron.com/na/blog/industry-insights/justice40IIJA and Justice40: Empowering Utilities to Invest in CommunitiesUnder the Biden Administration, the federal government is prioritizing the remediation and reduction of legacy pollution in communities that have been disproportionately affected.Wed, 31 Jan 2024 11:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Under the Biden Administration, the federal government is prioritizing the remediation and reduction of legacy pollution in communities that have been disproportionately affected. President Biden made this commitment when he enacted the Justice40 initiative into law, which applies to funding provided by the Inflation Reduction Act, Infrastructure Investment and Jobs Act (IIJA) and the American Rescue plan. The initiative is a concerted government effort to ensure that at least 40% of the overall benefits from these federal investments reach what the administration defines as disadvantaged communities.<sup><a rel="noopener noreferrer" href="https://www.energy.gov/em/justice40-initiative" target="_blank">1</a></sup><br /> <br /> In the next blog of Itron&rsquo;s IIJA series, we&rsquo;re taking a closer look at the Justice40 Initiative, the grant opportunities within it and why this is significant for both Itron and our customers alike. Check out the additional blogs in our IIJA series <a rel="noopener noreferrer" href="https://www.itron.com/na/search#q=IIJA&amp;t=BlogTab&amp;sort=%40documentdate%20descending" target="_blank">here </a>and keep reading for valuable insights utilities need to know about Justice40 and IIJA funding.&nbsp;</p> <p><strong>Defining Disadvantaged Communities&nbsp;</strong><br /> According to the White House, a community qualifies as disadvantaged under Justice40 if the census district is above the threshold for one or more environmental or climate indicators in addition to socioeconomic indicators including but not limited to low income, high rent burden, members or groups that have historically experienced discrimination on the basis of race or ethnicity, etc.<sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/wp-content/uploads/2022/02/CEQ-CEJST-QandA.pdf" target="_blank">2 </a></sup>These communities often face significant environmental and health challenges due to historic underinvestment and close proximity to pollution sources. Identify the federal climate and economic indicators for your specific area using the tool <a rel="noopener noreferrer" href="https://screeningtool.geoplatform.gov/en/#3/33.47/-97.5" target="_blank">here</a>.</p> <p><strong>Taking A Closer Look at Justice40&nbsp;<br /> </strong>This is where Justice40 comes in. Grant programs that fall within the Justice40 Initiative include those that benefit disadvantaged communities, rural or urban, specifically in the realms of climate change, clean energy and energy efficiency, clean transit, affordable and sustainable housing, training and workforce development, remediation of legacy pollution as well as the development of critical clean water and wastewater infrastructure.<sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/environmentaljustice/justice40/" target="_blank">3</a></sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/environmentaljustice/justice40/" target="_blank"></a>&nbsp;<br /> <br /> Current IIJA grant programs that are both covered under Justice40 and can be bundled with Itron solutions include:&nbsp;</p> <p><strong><em>Department of Energy&nbsp;&nbsp;</em></strong><em><br /> </em></p> <ul> <li><strong>Grid Resiliency Innovation and Partnership (GRIP):</strong> provides funding for utilities to forge new relationships with their communities including city, county and state governments to strategically bundle Itron solutions to manage renewable energy, energy storage, fleets, EV at the distribution level to optimize energy delivered around ideal times of carbon and advancing these federal policy objectives.&nbsp; <ul> <li><strong>Itron solutions: </strong>DERMS platform (fleet planning, Load control, Distributed Energy Resource Optimization, Demand Response), Edge Computing (includes Itron AMI with distributed Intelligence), Datahub, Itron Enterprise Edition&nbsp;</li> </ul> </li> </ul> <p><strong><em>&nbsp;</em></strong></p> <p><strong><em>Department of Transportation</em></strong></p> <ul> <li><strong>Carbon Reduction Program:&nbsp;</strong>provides metropolitan planning organizations (MPOs), cities and counties with funding for development of carbon reduction strategies and projects that reduce transportation emissions, including traffic management, public transportation, pedestrian facilities, alternative fuels and port electrification.&nbsp; <ul> <li><strong>Itron solutions:&nbsp;</strong>SLV, street lighting, industrial IoT, multi-application network canopy, fleet planning, EV charging</li> </ul> </li> <li><strong>National Electric Vehicle Infrastructure Formula Program:&nbsp;</strong>provides funding to strategically deploy EV charging stations and to establish an interconnected network to facilitate data collection, access and reliability.&nbsp; <ul> <li><strong>Itron solutions:</strong>&nbsp;fleet planning, EV charging, distributed energy resource management system, industrial IoT</li> </ul> </li> <li><strong>Promoting Resilient Operations for Transformative, Efficient and Cost-Saving Transportation:</strong>&nbsp;provides funding for improving the resilience of highway, transit, intercity rail and port facilities to current and future weather events, natural disasters, etc. <ul> <li><strong>Itron solutions:&nbsp;</strong>SLV, street lighting, fleet planning, EV charging, industrial IoT</li> </ul> </li> <li><strong>Congestion Mitigation and Air Quality Improvement Program:</strong>&nbsp;funds transportation projects that reduce regulated emissions associated with carbon monoxide, ozone, etc.&nbsp; <ul> <li><strong>Itron solutions:&nbsp;</strong>SLV, street lighting, EV charging, industrial IoT</li> </ul> </li> <li><strong>Surface Transportation Block Grant Program:&nbsp;</strong>provides funding for projects to preserve and improve the conditions and performance on and federal-aid highway, bridge and tunnel projects on any public road, pedestrian, bicycle and transit infrastructure.&nbsp; <ul> <li>&nbsp;<strong>Itron solutions:</strong>&nbsp;SLV, street lighting, industrial IoT</li> </ul> </li> </ul> <p><strong><em>&nbsp;</em></strong></p> <p><strong><em>The Environmental Protection Agency</em></strong></p> <ul> <li><strong>Climate Production Reduction Grant:&nbsp;</strong>provides funding opportunities to cities, counties and states to reduce carbon through transportation, utilities, water and wastewater, agriculture, buildings and carbon extraction and partnership with the local utility and bundled with Itron solutions. <ul> <li><strong>Itron solutions:</strong>&nbsp;DERMS platform (fleet planning, Load control, Distributed Energy Resource Optimization, Demand Response), Datahub, Itron Enterprise Edition, SLV, Streetlighting, industrial IoT</li> </ul> </li> </ul> <p>&nbsp;</p> <p>Justice40 and IIJA funding present a significant opportunity for utilities to strengthen their collaboration with transit districts, MPOs, cities, counties and states on upgrading infrastructure, increasing safety, advancing policy and improving quality of life for their communities. In addition, IIJA funding applications that include Justice40 will likely score higher and have increased chances of receiving an award.&nbsp;&nbsp;</p> <p><strong>Investing in Tomorrow, Today&nbsp;</strong><br /> At Itron, we actively engage with communities across the globe to improve energy-water literacy, encourage conservation and inspire future innovators to shape a more resourceful world. With historical initiatives such as Justice40, combined with IIJA funding, we&rsquo;re helping our customers do the same.&nbsp;<br /> <br /> For more information about IIJA and Justice40 eligibility, application and implementation support, reach out to <a href="mailto:dave.stensland@itron.com">Dave Stensland,</a> business development director, IIJA.&nbsp;</p>]]>Energy,Government,IIJA,UtilitiesEnergy,Government,IIJA,Utilities{5C91DE36-6817-485A-A914-60DB8A390D5D}https://www.itron.com/na/blog/forecasting/2024-free-forecasting-brown-bags-and-annual-energy-survey2024 Free Forecasting Brown Bags and Annual Energy SurveySince 2006, Itron's forecasting group has been organizing webinars covering various topics related to forecasting and load research. Wed, 24 Jan 2024 10:00:00 Z<![CDATA[Forecasting]]><![CDATA[<p>Since 2006, Itron's forecasting group has been organizing webinars covering various topics related to forecasting and load research. The group consistently introduces new webinars each year, and all past webinar recordings are available in our private&nbsp;<a rel="noopener noreferrer" href="https://bit.ly/30wLfKS" target="_blank">YouTube library</a>.&nbsp;<br /> <br /> To watch more recent recordings, you must be registered for the current year&rsquo;s webinars. Our first brown bag of 2024 will be held on <strong>Tuesday, Feb. 13</strong> where we&rsquo;ll discuss the <strong>Ins &amp; Outs of Net Load Forecasting at the Edge</strong>. Read more details about all the webinars below and <a rel="noopener noreferrer" href="https://bit.ly/3O6x5Jn" target="_blank">register today</a>!&nbsp;</p> <ul> <li>Retrospective on Neural Networks&nbsp;</li> <li>Integrating Building Electrification Impacts into Long-term Load Forecasts&nbsp;</li> <li>2023 Forecast Accuracy Benchmarking Survey &amp; Energy Trends&nbsp;</li> </ul> <p>&nbsp;</p> <p>Itron also conducts an annual energy survey to collect information about the industry&rsquo;s electric and natural gas forecasting practices and examines current issues. During the last webinar of the year, we will be discussing our survey results, but only survey participants will be able to attend and receive a full copy of the report. We encourage you to participate in the survey and gain valuable insights from the latest findings. Click <a rel="noopener noreferrer" href="https://bit.ly/3HnyRlR" target="_blank">here </a>to review a copy of the 2022 report. Contact <a href="mailto:Paige.Schaefer@itron.com">Paige Schaefer</a> for more details or <a rel="noopener noreferrer" href="https://bit.ly/49bQK2T" target="_blank">go to the survey</a> now to be included in the 2024 results.&nbsp;<br /> <br /> To learn more about Itron&rsquo;s forecasting brown bag webinars, workshops and meetings, go to <a rel="noopener noreferrer" href="https://bit.ly/3vyEnPJ" target="_blank">www.itron.com/forecastingworkshops</a>.&nbsp;</p>]]>Tips and Tricks,Electric VehicleTips and Tricks,Electric Vehicle{6802571A-45D1-44B2-A114-2ACB246BF8B6}https://www.itron.com/na/blog/forecasting/keep-on-splitting-with-decision-tree-regressorsKeep on Splitting with Decision Tree RegressorsWho would have guessed that a tall stack of weak learners would work well for predicting daily energy use? Wed, 10 Jan 2024 12:30:00 Z<![CDATA[Forecasting]]><![CDATA[<p>Who would have guessed that a tall stack of weak learners would work well for predicting daily energy use? Well, it does work well, and this is one of the results from some research we did recently on Decision Tree Regression models. The results of out-of-sample accuracy tests for a series of modeling approaches are shown below. First, look at the red bar. That is for the benchmark model (a proven least squares regression model), and the mean absolute percent error (MAPE) in 100 out-of-sample tests averaged 1.51%. You can see the comparable test statistics for five flavors of decision tree models in the three preceding bars. The Gradient Boosting, Extreme Boosting, and Boosted Forest methods are very competitive, and that is without spending much time on feature engineering. In comparison, plain old Decision Tree Regressor (a single deep, wide tree) and Random Forest Regressor (a group of deep, wide trees) did not fare so well.</p> <img height="345" alt="Graph 1" width="638" src="-/media/62ec4ee33c6e46cfa9c7fbfc25670f28.ashx?h=345&amp;w=638" style="height: 345px; width: 638px;" />&nbsp; <p>A couple of mixed methods (shown below the red Regression bar) did do a bit better. We will dig into that at the end. First, some background.</p> <p><strong>Decision Tree Models.</strong> Decision tree models were initially developed for classification problems, but they can also be applied to prediction problems with continuous outcome variables. When so applied, they are called Decision Tree Regressors or Decision Tree Regression Models. Recently, we took a look at how well these methods work when applied to forecasting daily energy use. The full results are summarized in a White Paper titled <strong>Overview of Decision Tree Modeling Methods</strong> which you can download from the <a rel="noopener noreferrer" href="https://www.itron.com/solutions/what-we-enable/analytics/forecasting#decisiontreewhitepaper" target="_blank">forecasting section of the Itron website</a>. The rest of this blog provides more background and a few kernels of wisdom.</p> <p><strong>The Data &ndash; Outcomes and Features. </strong>We start with data values for an outcome variable, which is daily energy deliveries for an electric utility, and corresponding values for explanatory variables. The data covers the three years before the pandemic, giving a total of 1,095 observations. The main explanatory variable is daily average temperature, but there are others like average cloud cover, average wind speed, month of the year, and day of the week. The following chart shows the outcome variable (daily energy) on the Y axis and daily average temperature on the X axis. Each point represents energy use on one day, and the color coding shows the day type (Weekday, Saturday, Sunday, Holiday). The average value (275.5 GWh) is represented by the thick black line. The mean absolute deviation (MAD) statistic is the average value of deviations around the black line. The mean absolute percent error (MAPE) statistic is the average absolute percentage deviation around the black line. So, any model that we build really needs to do better than a MAPE value of 12.5%, because that is what we get if we just predict daily energy to be at the average value no matter what the conditions are.</p> <p><img height="383" alt="Graph 2" width="638" src="-/media/9d7ed53e7c3044ed8f9495ea49f09801.ashx" /></p> <p><strong>Variables vs. Features. </strong>In econometrics, variables used to explain an outcome are called explanatory variables. In Data Science, these variables are called features. It&rsquo;s all the same thing. A feature is basically a column of data. And if we transform a variable or interact variables, in data science, this is called feature engineering. In econometrics, it is just part of the model specification.</p> <p><strong>Keep on Splitting.</strong> Decision tree regressors come in many flavors. However, they all have a common building block, which is the idea of splitting. First, we dump all the data (outcome values and feature values) into a big bucket called the root node. Then split the data into two branch nodes based on a factor value, for example, split days with daily average temperature less than 75 degrees to the left branch and other days to the right branch. Then split each branch node into two sub-branch nodes. Then split each sub-branch node into two sub-sub-branch nodes. Keep on splitting until it is time to stop. At the end, each terminal node is called a leaf. Compute the average outcome value in each leaf, and that is the predicted value.&nbsp;</p> <p>That is how a decision tree regressor works. Any combination of explanatory variable values that you put in will lead to a terminal leaf, and the model will return the average value computed from the training data that ended up in that leaf.&nbsp;</p> <p><strong>Splits are Greedy.</strong> At any decision node in a tree, the logic for splitting is the same. First, for each explanatory factor and each possible split value compute an improvement statistic (for example, sum of squared deviations). Then find the best split value for that factor. Pick the factor for which the best split value gives the biggest improvement, and that defines the split rule for the node. When making a split, don&rsquo;t look backward to past splits or strategize about future splits. Just focus on the split at hand. That&rsquo;s the greedy part. There is no strategy, just a rule to minimize errors or maximize improvement at the current split.</p> <p><strong>It's Nonparametric.</strong> Decision tree methods are called nonparametric. That is because the model has splitting rules, but no slope parameters. If you think about a regression model, slope parameters are estimated that tell us the impact of changes in a factor value. For example, a slope parameter on daily average temperature would tell us how much daily energy is expected to increase if it is one degree hotter. In contrast, decision trees have splitting rules that navigate us to a terminal leaf, but within that leaf, there is no slope, only a single predicted value. So, if the terminal leaf includes data for all days with temperatures greater than 85 degrees, those days all get the same predicted value.&nbsp;</p> <p><strong>Preventing Overfitting. </strong>A decision tree regressor that is not constrained will continue to split until there is no advantage to splitting further. With continuous factor values, that could take us to the point where there is only one observation in each leaf. It turns out that going that far is not very useful in terms of predicting outside of the data used to train the model. There are various ways to stop the splitting process, like setting the maximum number of splitting levels (the depth of the tree), or the smallest allowable leaf size. The usual approach is to use out-of-sample testing to identify a good level for these limits. The limits then become the settings (sometimes called hyperparameters) for the model.</p> <p><strong>Benchmark Model. </strong>The benchmark model is a regression model applied to the data shown above. Daily energy is the variable to be explained and the explanatory variables are daily weather (average temperature, wind speed, cloud cover) and calendar variables (like day of the week, month, and holidays). The benchmark model uses a well-proven and robust specification using multiple heating degree variables (degrees below a specified base value) and cooling degree variables (degrees above a specified base value) It also includes variables that interact wind and clouds with the cooling degree and heating degree variables.&nbsp;</p> <p><strong>Benchmark Performance. </strong>To compare performance, models are estimated 100 times using different 90% random subsets of the data for estimation (training) and using the remaining 10% of the data for out-of-sample testing. The test statistic we are using here is the mean absolute percentage error or MAPE, and the value for the benchmark regression is 1.51%.&nbsp;</p> <p><strong>Types of Decision Tree Models.</strong> To start, there is a basic Decision Tree Regressor (DTR) model. This is a single tree that is potentially very wide and very deep. The second method is called a Gradient Boosting Regressor (GBR). This is a stack of sequential models, and at each step, a decision tree model is applied to the errors from the prior step. The third method is a Random Forest Regressor (RFR), and this is a group of wide and deep decision trees where each tree is exposed to a randomly selected subset of the training data and the factors available for splits are a randomly selected subset of the explanatory factors.&nbsp;&nbsp;</p> <div>That&rsquo;s all a bit too much to go through in detail. But just to get the idea, the following is a Decision Tree Regressor model using daily average temperature as the only explanatory feature. The tree is restricted to allow only 10 terminal leaves. At the top, all observations appear in the root node. The best place for the first split is at a temperature of 75.4 degrees. Colder days go to the left and warmer days go to the right. If a box is shaded brown (like a tree trunk), it is a decision node. If it is light green, it is a terminal or leaf node. In each box, &ldquo;samples&rdquo; is the number of observations in the box, &ldquo;value&rdquo; is the average daily energy for days that land in the box, and &ldquo;mse&rdquo; is the mean squared error of daily energy values for days that land in the box.</div> <p><img height="451" alt="Graph 3" width="636" src="-/media/169f42bdd2f74f75aa71700cf4241df5.ashx" /></p> <p>With this simple 10-leaf decision tree, the in-sample MAPE value is down to 4.2%. If you look at the green boxes, on the left we have the coldest days, and on the right, we have the hottest days. Each green box represents a temperature range. And the average of the training values that fall in each box is the average energy use for days that fall in that temperature range. That is how a DTR model with a single feature works.</p> <p>There are lots of ways to look at this, and a lot more to dig into, but let&rsquo;s leave it there and if you are interested in a deeper dive, check out the white paper which goes about as deep as you would ever want to go.</p> <p><strong>A Note on Boosting and Weak Learners.</strong> Clearly, of the decision tree methods, the boosting methods worked the best. As mentioned above, this is a tall stack of sequential models, each of which is a very small decision tree. In fact, the best model (out-of-sample) had about 800 levels and each level was a decision tree with only four leaves. These very small trees are called weak learners because they are so small.&nbsp;</p> <p>Also, in boosting, there is a learning rate. If you have ever looked at optimization algorithms, this is similar to a step size in gradient descent. The best model (out of sample) had a learning rate of .1 or 10%. So, at each step we model the cumulative residuals from the prior steps and add 10% of the predicted residual values to the model prediction. Then proceed to the next step. The amazing thing is that this combination of many layers of weak learners to which we only pay partial attention produces a powerful result.</p> <p><strong>Final Thoughts.</strong> The gradient boosting idea looked so promising that we took it a step further by combining it with the regression model. The results are presented below the red bar in the initial figure, which is repeated below.&nbsp;</p> <p>To produce the Regression with Boosting result, first estimate the regression model. Then apply gradient boosting to the residuals from this model. The boosting model figures out if there are combinations of conditions for which the regression model residuals are positive on average or negative on average. So, the boosting component is an error correction model. The figure also shows the same result for Regression with an AR1 time-series error correction. When we start forecasting, these error corrections behave differently. The AR1 correction dies out exponentially as we move beyond the end of the data. The Boosting error correction does not, so it is a permanent part of the structural model.</p> <p>For the data we looked at, both error correction approaches are equally promising in terms of reducing out-of-sample errors. And that is the proof of the pudding.</p> <p><img height="344" alt="Graph 4" width="638" src="-/media/c7ad3086f5ed4b5ba0ed83fee6c9438c.ashx" /></p>]]>Tips and Tricks,Utilities,Innovation,EnergyTips and Tricks,Utilities,Innovation,Energy{6816B624-E896-41F8-8123-55C0A427387E}https://www.itron.com/na/blog/industry-insights/unlocking-efficient-decarbonizationUnlocking Efficient Decarbonization: The Critical Role of Accurate Data Alongside long-time Itron partner, Capgemini, I had the opportunity to attend Climate Week NYC last September – the largest annual climate event of its kind that facilitates around 400 events and activities across New York City. Mon, 08 Jan 2024 14:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Alongside long-time Itron partner, Capgemini, I had the opportunity to attend <a rel="noopener noreferrer" href="https://www.climateweeknyc.org/" target="_blank">Climate Week NYC</a> last September &ndash; the largest annual climate event of its kind that facilitates around 400 events and activities across New York City. Every year, international leaders gather at this event to drive the energy transition forward and champion the positive change that is already underway. This year&rsquo;s theme, &ldquo;We Can. We Will,&rdquo; reflects the investments needed to explore the challenges and opportunities ahead as the energy industry looks to halve carbon emissions by 2030 and be on the path to net-zero by 2050.&nbsp;&nbsp;&nbsp;<br /> <br /> I went into this event with a strong understanding of the valuable role data plays in achieving sustainability and efficient energy and water management. During my time at Climate Week NYC, it was made clear that the critical importance of data in enabling the energy transition is more top of mind for utilities and key stakeholders than ever before. Let me explain.&nbsp;&nbsp;</p> <p><strong>The Challenge: Labor-Intensive, Inaccurate Data&nbsp;<br /> </strong><br /> Climate disruption has a significant impact on Itron stakeholders, and investors want more transparency around sustainability risks. New regulatory reporting requirements, and companies own net-zero ambitions, are also making environmental social governance (ESG) more critical. However, corporations, financial institutions and ESG providers often rely on inaccurate data, old data or data that is time- and labor-intensive to access when it comes to energy and water use and carbon footprints.&nbsp;&nbsp;</p> <p><strong>The Solution: Utility Decarbonization Analytics and Data Sharing&nbsp;<br /> </strong><br /> To address this, Itron is thrilled to collaborate with Capgemini to perform a market analysis on decarbonization and ESG opportunities for utility systems. Utilities and utility data are key to the solution for several reasons: 1.) the ability for utility customers to decarbonize depends largely on the utility&rsquo;s own decarbonization trajectory and 2.) utilities and their advanced metering infrastructure (AMI) create a wealth of data on how much and when energy is used by customers in addition to how load is shifted throughout the day to meet the needs of an increasingly dynamic grid, which impacts the carbon footprint of customers.&nbsp;<br /> <br /> Based on our findings with Capgemini, Itron is exploring two new solutions to help unlock the potential of utility data for more efficient decarbonization and better ESG reporting. The first utilizes consumption data and forecasts from smart endpoints to help utilities understand who their most carbon intensive customers are and provide insights and services to help those customers decarbonize quickly and cost-effectively. Utilities investing heavily in solar, for instance, doesn&rsquo;t necessarily result in much decarbonization for customers that use most of their electricity at night. Helping utilities plan for and address these &ldquo;hard to decarbonize&rdquo; customers and industry segments will help both utilities and their customers meet decarbonization targets.&nbsp;<br /> <br /> Itron is also developing a data sharing platform for energy and water called DataHub. DataHub enables utilities and other authorized parties to publish and subscribe to a variety of data products. One use case of DataHub is providing one consistent mechanism for corporations to subscribe to all of their consumption and emissions intensity data from locations served by utilities that have deployed it. Providing customers that have facilities across multiple utilities a simple way to access their own data or to share that data with authorized third parties can streamline and improve the accuracy of their ESG reporting process.&nbsp;&nbsp;</p> <p>To explore other potentially valuable data products for DataHub, our market analysis also included the perspective of a variety of ESG index and investment stakeholders. We discussed with them the types of data we are analyzing when looking at how to help utilities decarbonize as described above. ESG stakeholders rely on a variety of means to access emissions and water data today, including web-scraping of ESG reports, which can be costly and error prone.&nbsp; &nbsp;<br /> <br /> There is substantial interest in a more streamlined and auditable way to acquire emissions and water data and forecasts directly from utilities, as this information impacts inclusion of corporations in various green and sustainable investment portfolios and helps stakeholders understand the carbon transition risk of various industry segments in different regions. This data becomes even more valuable when analyzed along with data the ESG index and investment firms are already tracking on companies and industry segments. We will continue to work with our utility customers and ESG stakeholders and hope to provide data products that will add transparency and increase the accuracy of ESG indexing and investing.&nbsp; &nbsp;</p> <p><strong>The Result: Better Data and ESG Reporting&nbsp;<br /> </strong><br /> Making data available to end customers, third parties and utilities can help them make better system-wide decisions and create more efficiency. Together, Itron and Capgemini are unlocking value for multiple stakeholders including utilities, businesses, ESG service providers and financial institutions. The result is the entire energy ecosystem has more accurate reporting and insights into emissions to help build a more sustainable plan moving forward. Learn more about Itron and Capgemini&rsquo;s collaboration <a rel="noopener noreferrer" href="https://www.youtube.com/watch?v=A7LNKvsAMog" target="_blank">here</a>.</p> <p>&nbsp;</p>]]>Energy,Innovation,TechnologyEnergy,Innovation,Technology{AB0BD2D4-8498-433B-9CFF-BC21822B94D7}https://www.itron.com/na/blog/industry-insights/maximizing-the-iijaMaximizing the IIJA: Current Grant Opportunities Aligned with Itron SolutionsAs of November 2023, the Infrastructure Investment and Jobs Act (IIJA) has announced nearly $400 billion in grants for over 40,000 specific projects and awards, spanning over 4,500 communities across all 50 states.<sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/briefing-room/statements-releases/2023/11/09/fact-sheet-biden-harris-administration-celebrates-historic-progress-in-rebuilding-america-ahead-of-two-year-anniversary-of-bipartisan-infrastructure-law/#:~:text=To%20date%2C%20the%20Administration%20has,the%20territories%2C%20and%20for%20Tribes." target="_blank">1</a></sup>Thu, 04 Jan 2024 14:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>As of November 2023, the Infrastructure Investment and Jobs Act (IIJA) has announced nearly $400 billion in grants for over 40,000 specific projects and awards, spanning over 4,500 communities across all 50 states.<sup><a rel="noopener noreferrer" href="https://www.whitehouse.gov/briefing-room/statements-releases/2023/11/09/fact-sheet-biden-harris-administration-celebrates-historic-progress-in-rebuilding-america-ahead-of-two-year-anniversary-of-bipartisan-infrastructure-law/#:~:text=To%20date%2C%20the%20Administration%20has,the%20territories%2C%20and%20for%20Tribes." target="_blank">1</a></sup> As U.S. utilities seek to leverage this tsunami of federal funding to enhance their own initiatives and operations, Itron solutions are a key piece of the puzzle in turning their goals into realities.&nbsp;<br /> <br /> In light of recent funding announcements, this blog will highlight the various grant programs that align with Itron solutions and technologies. If your utility is looking to optimize energy distribution, explore smart city technology, improve community safety or upgrade outdated infrastructure, the following list of IIJA funding opportunities is a good place to start.&nbsp;</p> <p><strong>Grid Resilience and Innovations (GRIP) Program&nbsp;<br /> </strong><br /> On Nov. 14, the U.S. Department of Energy (DOE) announced up to $3.9 billion available through the <a rel="noopener noreferrer" href="https://www.energy.gov/gdo/grid-resilience-and-innovation-partnerships-grip-program" target="_blank">Grid Resilience and Innovation Partnerships (GRIP) Program</a>, which enhances grid flexibility and resilience against growing threats of extreme weather and climate change. To learn more about GRIP funding and what it entails, read my previous blog, <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/a-historic-investment-in-the-american-power-grid" target="_blank">A Historic Investment in the American Power Grid</a>, or <a rel="noopener noreferrer" href="https://www.energy.gov/gdo/events/november-20-grid-resilience-and-innovation-partnerships-grip-program-second-round" target="_blank">watch the recordin</a>g of the public webinar that was held on Nov. 20.&nbsp;</p> <p><strong><em>Key dates:</em></strong></p> <ul> <li><strong>Jan. 12, 2024: </strong>Concept papers due by 5 p.m. ET</li> <li><strong>April 17, 2024: </strong>Grid resilience and smart application deadline</li> <li><strong>May 22, 2024:</strong> Grid innovation application deadline</li> </ul> <p><strong><em>&nbsp;</em></strong></p> <p><strong><em>Itron Solutions:&nbsp;</em></strong></p> <ul> <li>Advanced metering infrastructure (AMI) with distributed intelligence applications&nbsp;&nbsp;</li> <li>Distributed automation with Edge Router</li> <li>Distributed Energy resource management system (DERMS)<br /> <ul> <li>Fleet planning</li> <li>Electric vehicle charging</li> <li>DER Optimizer</li> </ul> </li> <li>Operations Optimizer</li> </ul> <p><strong>&nbsp;</strong></p> <p><strong>WaterSMART Water and Energy Efficiency Grants</strong></p> <p>An additional funding opportunity that directly aligns with Itron solutions is the Bureau of Reclamation&rsquo;s <a rel="noopener noreferrer" href="https://www.usbr.gov/watersmart/weeg/" target="_blank">WaterSMART Water and Energy Efficiency grants</a>. This includes 50/50 cost share funding to water providers and will fund projects related to water conservation, hydropower, supply reliability and more throughout the United States.<sup><a rel="noopener noreferrer" href="https://www.usbr.gov/watersmart/weeg/" target="_blank">2</a></sup> For more information, watch the recording of the <a rel="noopener noreferrer" href="https://teams.microsoft.com/l/meetup-join/19%3ameeting_ZGQ2ZmQyNTAtMzk3Ni00MTFjLTk0ODktZjEwMDQ0MTE5MDA4%40thread.v2/0?context=%7b%22Tid%22%3a%220693b5ba-4b18-4d7b-9341-f32f400a5494%22%2c%22Oid%22%3a%226363bcef-67c6-4219-8b71-d03086749f03%22%2c%22IsBroadcastMeeting%22%3atrue%7d" target="_blank">public webinar</a> that was held on Dec. 12. Itron can help utilities and cities utilize this funding to address challenges related to water loss and scarcity by providing solutions designed to improve usage, efficiency and conservation outcomes.&nbsp;</p> <p><strong><em>Key dates:</em></strong></p> <ul> <li><strong>Feb. 22, 2024:</strong> Round one application deadline</li> <li><strong>Oct. 30, 2024:</strong> Round two application deadline</li> </ul> <p><strong><em>&nbsp;</em></strong></p> <p><strong><em>Itron solutions:</em></strong></p> <ul> <li>AMI Essentials cellular</li> <li>End to End water</li> </ul> <p><strong>&nbsp;</strong></p> <p><strong>Climate Pollution Reduction Program (CPRG)&nbsp;<br /> </strong><br /> The Environmental Protection Agency (EPA) is awarding a total of <a rel="noopener noreferrer" href="https://www.epa.gov/inflation-reduction-act/about-cprg-planning-grant-information" target="_blank">$4.3 billion</a> to support and accelerate climate disruption mitigation efforts, infrastructure and initiatives. Grant recipients must apply the funding to climate action plans that are designed to reduce greenhouse gas emissions in sectors including electricity generation, transportation, buildings, agriculture and more.&nbsp;&nbsp;</p> <p><em><strong>Key dates:</strong></em></p> <ul> <li><strong>Feb. 1, 2024: </strong>Optional notice of intent deadline</li> <li><strong>April 1, 2024:</strong> Application deadline</li> </ul> <p><em><strong>&nbsp;</strong></em></p> <p><em><strong>Itron solutions:</strong></em></p> <ul> <li>SLV</li> <li>Street lighting</li> <li>Industrial IoT</li> <li>Multi-application network canopy</li> <li>Fleet planning</li> <li>EV charging</li> </ul> <p><strong>&nbsp;</strong></p> <p><strong>Safe Streets and Roads for All&nbsp;&nbsp;<br /> </strong><br /> The U.S. Department of Transportation recently awarded a total of $813 million in funding to prevent roadway deaths and serious injuries. The next funding opportunity will include <a rel="noopener noreferrer" href="https://www.transportation.gov/grants/SS4A" target="_blank">Safe Streets and Roads for All grant program and Planning and Demonstration grants</a> and will open in February. With Itron&rsquo;s portfolio of smart city solutions, cities, municipalities and utilities can improve quality of life in their communities by addressing issues such as traffic and parking congestion, road safety, digital inclusion and more.&nbsp;</p> <p><strong><em>Key dates:</em></strong></p> <ul> <li><strong>Feb. 2024:</strong>&nbsp;Applications Open</li> </ul> <p><em><strong>&nbsp;</strong></em></p> <p><em><strong>Itron solutions:</strong></em></p> <ul> <li>SLV</li> <li>Street lighting</li> <li>Fleet planning</li> <li>EV charging</li> </ul> <p><strong>&nbsp;</strong></p> <p><strong>Strengthening Mobility and Revolutionizing Transportation (SMART)&nbsp;&nbsp;<br /> </strong><br /> The <a rel="noopener noreferrer" href="https://www.transportation.gov/grants/SMART" target="_blank">SMART program</a> funds projects focused on advanced smart community technologies and systems in order to improve transportation efficiency and safety. The funding can be used to carry out a project related to connected vehicles, sensors, systems integration, smart grid, traffic signals and more.<sup><a rel="noopener noreferrer" href="https://www.transportation.gov/grants/SMART" target="_blank">3</a></sup> The next round of SMART Grants Program funding will be announced in the second half 2024. Itron&rsquo;s EV management solutions and smart streetlights are just two examples of how this funding can be put to use to create safer, better-connected communities.&nbsp;</p> <p><strong><em>Key dates:</em></strong></p> <ul> <li>This is expected to be released in the Sept. or Oct. 2024 timeframe.</li> </ul> <p><em><strong>&nbsp;</strong></em></p> <p><em><strong>Itron solutions:</strong></em></p> <ul> <li>SLV</li> <li>Street lighting</li> <li>Fleet planning</li> <li>EV charging</li> </ul> <p>&nbsp;</p> <p>U.S. utilities and cities are at a pivotal moment in time with more funding available than ever before. Our goal is to help our customers secure the type of funding that will address their current needs while enabling a variety of use-case integration over time. The alignment of Itron solutions with IIJA grant funding presents a significant opportunity to modernize the grid, create operational efficiencies, increase community safety and much more. We look forward to continued collaboration with our customers to make the most of these historic investments. To learn more, visit <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">www.itron.com/iija</a>.</p>]]>Distributed Energy Management,Electric Vehicle,Grid Infrastructure,IIJA,TechnologyDistributed Energy Management,Electric Vehicle,Grid Infrastructure,IIJA,Technology{AF0AD37A-4B6B-422A-9814-DC7454FAC521}https://www.itron.com/na/blog/forecasting/nola-boundNOLA Bound: Itron's Annual Energy Forecasting MeetingRegistration is open for Itron's Annual Energy Forecasting Meeting and Training in New Orleans on March 12-15, 2024. Wed, 03 Jan 2024 17:00:00 Z<![CDATA[Forecasting]]><![CDATA[<p>Registration is open for Itron's Annual Energy Forecasting Meeting and Training in New Orleans on March 12-15, 2024. We&rsquo;re finally NOLA bound! This marks our 23rd year of fostering collaboration, idea sharing and problem solving in the field of forecasting. The invaluable connections made at these gatherings have consistently proven to be of the utmost value to forecasters.</p> <p>While the meeting is primarily long-term focused, there are common issues and new methods for all forecasters to benefit. Your participation is invaluable to the success of this event, and we look forward to creating a meaningful and productive experience for all attendees.&nbsp;</p> <p><strong><a rel="noopener noreferrer" href="https://cvent.me/ezEYzP" target="_blank">Register by Jan. 15</a></strong> to receive the Early Bird Discount. EFG members get an even bigger discount! Make the most of your trip and add one of the optional workshops held the day prior:</p> <ul> <li>One-Day Modeling Workshop - Introduction to Forecasting and SAE.</li> <li>One-Day Modeling Workshop - Advanced Long-term Forecasting.</li> <li>Annual Forecasting Meeting - Two-and-a-half days of topical presentations and discussions.</li> </ul> <p>&nbsp;</p> <p>Presentations for the meeting are still being accepted at <a href="mailto:forecasting@itron.com">forecasting@itron.com</a>. Stay on the lookout for information regarding Itron&rsquo;s 2024 free forecasting brown bag topics and annual survey in the coming weeks and visit <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/analytics/forecasting" target="_blank">itron.com/forecastingworkshops</a> to learn more. See you in March!&nbsp;<br /> <br /> </p>]]>Electric Vehicle,Energy,Tips and TricksElectric Vehicle,Energy,Tips and Tricks{BA7114A6-032F-4F8E-8563-6AA25180F6E8}https://www.itron.com/na/blog/industry-insights/2023-in-reviewItron's 2023 in Review: A Year of Transforming the Future of Energy and WaterAs we prepare to turn the page on 2023, we’re taking a moment to pause and reflect on a year that was full of milestones, opportunities and industry innovation.Tue, 19 Dec 2023 14:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>As we prepare to turn the page on 2023, we&rsquo;re taking a moment to pause and reflect on a year that was full of milestones, opportunities and industry innovation. This year, we continued our commitment to resourcefulness, making significant progress in innovating our solutions, ensuring customer success and expanding our impact in communities across the globe. From implementing cutting-edge smart city technologies and supporting our customers with distributed energy resource integration to enabling real-time visibility at the grid edge, 2023 was a year of enabling the possibilities for a more sustainable future. Keep reading as we revisit a few of the highlights.&nbsp;&nbsp;</p> <p><strong>Transforming Our World Begins Inside Itron Walls&nbsp;<br /> </strong><br /> In June, we released our <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/itron-investment-in-creating-a-more-resourceful-world" target="_blank">2022 Environmental Social Governance (ESG) Report</a>, which highlights Itron&rsquo;s commitment to our ESG strategy in action. The report expands on our <a rel="noopener noreferrer" href="https://go.itron.com/Itron-2020-ESG-Report" target="_blank">2020 approach</a> and outlines the tangible ways we advanced our goal of achieving net-zero emissions by 2050 and driving a more sustainable future both inside and outside Itron walls. Centered around four key pillars, Itron&rsquo;s ESG framework permeates all areas of our business. As we continue to battle climate disruption, Itron is committed to protecting energy and water by doing the right thing for our business, customers and planet. This is how we are actively creating a more resourceful world.&nbsp;&nbsp;</p> <p style="text-align: center;"><img alt="2022 RIR" src="-/media/328d506938e943979242f2f5e5a618d2.ashx?h=289&amp;w=437" style="height: 289px; width: 437px;" /></p> <p style="text-align: left;"><strong>Empowering Customer Achievements&nbsp;<br /> </strong>2023 was the year of finding new and innovative ways to address our customers' most pressing challenges. We <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/01/10/itron-collaborates-with-qatar-cool" target="_blank">announced an extended collaboration with long-time customer, Qatar Cool</a>, to enhance its thermal operations using Itron&rsquo;s data collection and meter data management solution.&nbsp;</p> <p style="text-align: left;">Multiple Itron customers, including <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/03/07/illinois-utilities-share-itron-ami-network-to-support-meter-modernization" target="_blank">Peoples Gas, North Shore Gas and ComEd</a>, came together to share ComEd&rsquo;s existing Itron advanced metering infrastructure (AMI) multi-purpose network to streamline natural gas meter reading, create efficiencies and lower carbon emissions. The collaboration is anticipated to reduce an average of 626 tons of carbon emissions per year.</p> <p style="text-align: left;"><a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/03/22/italian-water-distributor-abbanoa-to-deploy-itrons-next-generation-ultrasonic-water-meter" target="_blank">Abbanoa S.p.A.</a>, the main water distributor in Sardinia, Italy, deployed Itron&rsquo;s Intelis wSource smart water meters. Itron&rsquo;s smart water meters will enable the water provider to utilize data for more sustainable water use and distribution on the Mediterranean Sea's second-largest island.</p> <p style="text-align: left;"><a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/10/24/alectra-to-deploy-itrons-distributed-intelligence-technology-for-grid-modernization" target="_blank">Itron expanded our collaboration with Alectra Utilities</a> to modernize and improve the utility&rsquo;s electric distribution grid performance and enable value-added service for its 1 million customers. The project includes deployment of Itron&rsquo;s Gen5 Riva meters, multi-purpose industrial IoT (IIoT) network solution and utility management software suite, Utility IQ.&nbsp;</p> <p style="text-align: center;"><img alt="Smart City" src="-/media/796a42bbf770457f9586044702206b15.ashx?h=295&amp;w=538" style="top: 683px; width: 454px; height: 241px;" /></p> <p style="text-align: left;"><strong>Pushing the Boundaries of Utility Innovation<br /> </strong>This past year was full of exciting achievements for customers and Itron alike. To kick it off, <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/01/31/itron-expands-distributed-intelligence-platform-to-accelerate-energy-transition" target="_blank">we unveiled our new DI network interface card (NIC)</a> that enables significant improvement in time to action, situational awareness, analysis and advanced event detection. The launch of this cutting-edge technology marked a significant milestone in Itron&rsquo;s journey of enabling intelligence and control at the grid edge for our customers.&nbsp;</p> <p style="text-align: left;">In May, we <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/05/01/itron-celebrates-1-millionth-intelis-ultrasonic-gas-meter-shipment" target="_blank">became the first vendor in North America to ship one million Intelis ultrasonic smart gas meters</a>. Intelis is changing the value proposition for gas customers from metering and automation to enabling intelligence at the edge of the network, and we are thrilled to reach this notable milestone that is a testament to the important work we&rsquo;ve done and continue to do. In the new year, we look forward to reaching new milestones as we transform the distribution network, increase community safety and promote the well-being of people around the world.&nbsp;</p> <p style="text-align: left;">Accelerating the digital transformation for water utilities across the globe was top of mind for Itron in 2023, which is why <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/05/09/itron-accelerates-digital-transformation-of-water-utilities-in-australia-and-new-zealand" target="_blank">we launched AMI Essentials in Australia and New Zealand</a>. AMI Essentials for water is a flexible and open standards-based, end-to-end solution that provides a fully integrated software suite for data collection, meter data management and device management. Itron has a long history of supporting utilities in Australia and New Zealand, and this solution enables us to continue helping them mitigate the impacts of climate disruption, address asset management and leakage challenges, and more.&nbsp;</p> <div style="text-align: center;"><img alt="Innovation" src="-/media/58c4e488d54b4521952d6fbcdee9e0a0.ashx?h=251&amp;w=467" style="top: 1144px; width: 467px; height: 251px;" /></div> <p style="text-align: left;"><strong>Accelerating Energy and Water Innovation at Itron Inspire(s)<br /> </strong>The energy, excitement and innovation were incredible at this year's flagship event, Itron Inspire, in San Antonio, Texas. More than 1,000 leaders in energy, water and city services explored the possibilities to solve the most pressing challenges in our industry. <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/itron-inspire/industry-leaders-gather-to-address-energy-and-water-transition-at-itron-inspire-2023" target="_blank">Read my recap blog</a> to get more of the highlights from our annual, customer-focused event.</p> <div style="text-align: center;"><img alt="Itron Inspire 2023" src="-/media/51c4fa8adb5a458fa9437a2e45dc2a0e.ashx?h=360&amp;w=464" style="top: 1597px; width: 464px; height: 360px;" /></div> <p style="text-align: left;">In 2023, Itron hosted the first ever Itron Inspire Africa in Kigali, Rwanda, and it was a major success. The customer event focused on driving innovation, reimagining customer engagement and exploring the latest solutions that are helping our customers better manage their energy and water resources. Learn more about this event in the team&rsquo;s <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/itron-inspire/igniting-innovation-at-itron-inspire-africa-2023" target="_blank">recap blog</a>.</p> <p style="text-align: center;"><img alt="Itron Inspire Africa" src="-/media/eb0e4d0400a042f29ee448bb22c2a42e.ashx?h=333&amp;w=471" style="top: 2041px; width: 471px; height: 333px;" /></p> <p style="text-align: left;"><strong>Honoring the Achievements of Itron Customers</strong><br /> In August, long-time Itron customer and partner, Tampa Electric Company, was recognized as<em> POWER Magazine&rsquo;s </em><a rel="noopener noreferrer" href="https://www.powermag.com/teco-achieves-highly-reliable-power-grid-service-with-advanced-technology/" target="_blank">2023 Smart Grid Award Winner</a>. The utility was recognized for the deployment of advanced technology, its pioneering culture and the measurable outcomes of its innovative tools and programs. Itron is proud to work with a forward-thinking utility like Tampa Electric that is actively investing in reliable service delivery and better-connected communities.</p> <p style="text-align: left;">We are proud to celebrate our customers who are propelling the energy industry forward and have the results to prove it. At this year&rsquo;s Itron and Inspire, Frost &amp; Sullivan announced Sacramento Municipal Utility District (SMUD) and Las Vegas Valley Water District (LVVWD) as the recipients of the <a rel="noopener noreferrer" href="https://www.frost.com/news/press-releases/frost_sullivan_itron_excellence_in_resourcefulness_awards/" target="_blank">Excellence in Resourcefulness Awards </a>for their ability to produce measurable outcomes in water conservation. We also celebrated Tampa Electric Company, who was awarded the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/10/26/tampa-electric-company-wins-2023-itron-innovator-award" target="_blank">2023 Itron Innovator Award</a> for its deployment of energy-efficient LED technology. These are just a few examples of the extraordinary work our customers are doing to address the needs of their communities while preserving the world&rsquo;s most precious resources.&nbsp;</p> <p style="text-align: center;"><img alt="Itron Inspire 2023 Customer Awards" src="-/media/a5e8d6b94b5747a99fe68c3e11efcfed.ashx?h=283&amp;w=413" style="top: 2943px; width: 413px; height: 283px;" /></p> <p style="text-align: center;"><img alt="LVVWD" src="-/media/c040f523038e48ab91f13b3e62994030.ashx?h=246&amp;w=416" style="top: 2757px; width: 416px; height: 246px;" /></p> <p style="text-align: center;"><img alt="2023 Innovator Award" src="-/media/6df95e5bd5a546e692903957d25d4c64.ashx?h=288&amp;w=420" style="top: 2977px; width: 420px; height: 288px;" /></p> <p style="text-align: left;"><strong>Making Our Way Across the Globe<br /> </strong>In 2023, in-person events nearly made a full comeback. We engaged with key audiences at a diverse array of events and showcased our cutting-edge solutions and technologies. Our participation ranged from industry-specific conferences to international trade shows, each selected to align with our strategic goals and reach the audiences most in need of our solutions. At each event, we fostered meaningful connections with new and familiar stakeholders to develop a deeper understanding of their unique challenges and opportunities. Check out a few of the most notable events we attended this year:</p> <p style="text-align: left;"><strong><em>DISTRIBUTECH International<br /> </em></strong>Itron had the opportunity to be a diamond sponsor at DISTRIBUTECH 2023 - the annual event for transmission and distribution that explores the latest innovations in electricity delivery automation, energy efficiency, distributed energy resources, smart cities and much more.&nbsp;</p> <div style="text-align: center;"><img alt="DTECH 23" src="-/media/6b4a46ed779740f99a75e5be45d0bbab.ashx?h=419&amp;w=488" style="top: 3511px; width: 488px; height: 419px;" /></div> <p style="text-align: left;"><strong><em>IEEE Grid Edge Technologies Conference &amp; Exposition<br /> </em></strong>In April, Itron president and CEO, Tom Deitrich, participated in a panel titled, &ldquo;Innovators at the Edge of the Transition&rdquo; at an event that addresses the latest trends and challenges in grid management.</p> <p style="text-align: center;"><img alt="IEEE Grid Edge Forum" src="-/media/326ac84f1d774988a6d4314e05beb293.ashx?h=376&amp;w=535" style="top: 4040px; width: 535px; height: 376px;" /></p> <p style="text-align: left;"><strong><em>OzWater&nbsp;<br /> </em></strong>Itron was thrilled to be a Stream Sponsor and an exhibitor at Australia&rsquo;s premier water exposition and conference, Ozwater 2023.</p> <p style="text-align: center;"><img height="380" alt="Ozwater 2023" width="303" src="-/media/b00ffeae14c94773a36e4d7d9e54394a.ashx" /></p> <p style="text-align: left;"><strong><em>VietWater</em></strong><br /> Members of the Itron team had the opportunity to travel to HCMC, Vietnam to attend Vietnam&rsquo;s international water supply, sanitation, water resources and purification event along 10,000+ attendees.</p> <p style="text-align: center;"><img height="663" alt="Vietwater" width="885" src="-/media/c68a43943d12469ba1d2497d252f1836.ashx" style="top: 5063px; width: 523px; height: 349px;" /></p> <p style="text-align: left;"><strong><em>Carrefour de L&rsquo;Eue&nbsp;<br /> </em></strong>We also attended Carrefour de L&rsquo;Eue, which is the largest event for water providers and utilities in France.</p> <p style="text-align: center;"><img height="238" alt="France event" width="318" src="-/media/d7dc5be1316b47758d3dd47c55e4fd55.ashx?h=238&amp;w=318" style="height: 238px; width: 318px;" /></p> <p style="text-align: left;"><strong><em>Smart City Expo World Congress (SCEWC)<br /> </em></strong>Itron joined industry leaders and representatives from over 800 cities and 140+ countries last month at the SCEWC - the world&rsquo;s biggest and most influential event on urban innovation.&nbsp;</p> <p style="text-align: center;"><img alt="SCEWC 2023" src="-/media/865db08cc01d4920a572f027ba293849.ashx?h=309&amp;w=453" style="top: 5749px; width: 453px; height: 309px;" /></p> <p style="text-align: left;">In addition to the highlights above and many others, 2023 also included Itron&rsquo;s 30th anniversary on NASDAQ as a publicly traded company. The average lifespan of a publicly traded company is around 18 years, which we&rsquo;ve clearly exceeded. We would like to extend a huge thank you to our customers, partners, colleagues and everyone in-between for your contributions to a fantastic 2023. Here&rsquo;s to another year of tackling challenges, identifying solutions and finding opportunities to create a more resourceful world.</p>]]>Energy,Innovation,Resourcefulness,SustainabilityEnergy,Innovation,Resourcefulness,Sustainability{0A6E5789-2698-4491-81AC-630D4E418CFB}https://www.itron.com/na/blog/industry-insights/building-sustainable-communities-together-at-scewc-2023Building Sustainable Communities Together at SCEWC 2023More than 25,000 people came together to represent over 800 cities and 140+ countries last month at the Smart City Expo World Congress – the world’s biggest and most influential event on urban innovation.Mon, 18 Dec 2023 09:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>More than 25,000 people came together to represent over 800 cities and 140+ countries last month at the <a rel="noopener noreferrer" href="https://www.smartcityexpo.com/" target="_blank">Smart City Expo World Congress</a> &ndash; the world&rsquo;s biggest and most influential event on urban innovation. Attending and exhibiting at this global event is always an invigorating experience for the Itron team and a great opportunity to connect with thought leaders, policy makers and industry experts about cutting-edge ideas in smart city development. Keep reading for a recap of our main takeaways from this year&rsquo;s event and how they align with Itron&rsquo;s vision for a more resourceful world.&nbsp;<br /> <br /> <strong>Collaboration is key.&nbsp;&nbsp;<br /> </strong><br /> Recent restrictions have reminded us that there is nothing quite like connecting in person for face-to-face conversations. At SCEWC, people from across the globe shared stories of their successes and failures in building communities of the future. During the conference, a city leader shared one piece of advice that stood out from the rest &ndash; he urged other leaders to resist the fear of failure. Embracing failure, he explained, can turn difficult experiences into valuable learning opportunities that lead to a successful next attempt. He also encouraged sharing the experience and learnings with others and to leverage the different perspectives offered by city stakeholders, technology partners and citizens. At Itron, we recognize the importance of collaboration both internally and externally, and we have the seasoned expertise to support the coordination, education and buy-in process along the way. This results in quicker deployment, reduced project costs, maximized return on investment and improved outcomes for communities.&nbsp; &nbsp;</p> <p><strong>One size doesn&rsquo;t always fit all.&nbsp;&nbsp;<br /> </strong><br /> Every city has its own starting point, history, milestones and community goals which may not directly fit into a single technology pathway or solution &ndash; and that&rsquo;s okay! A key to success is clearly articulating the use cases important, and then choosing solutions and partners that are flexible enough to create a tailored solution. This is where Itron and our diverse partner ecosystem come into play. We know the value of partnership, which is why <a rel="noopener noreferrer" href="https://partner.itron.com/English/solutions/" target="_blank">Itron&rsquo;s Partner Solution Marketplace</a> provides access to our broad ecosystem of solutions that are helping critical infrastructure providers around the world expand the value of their multi-purpose IIoT networks.&nbsp;</p> <p><strong>Cities and utilities are eager to improve quality of life for their communities.&nbsp;<br /> </strong><br /> Key customer use cases of interest we heard throughout the conference include pedestrian counting and sharing this traffic data with local businesses to help inform staffing decisions; smart lighting and dimming to protect the native insect, bird and wildlife population; using smart lighting control to ensure safe (and appropriate) lighting levels on the streets, and much more. With Itron&rsquo;s networked smart streetlights and a comprehensive Central Management System (CMS) like <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities/central-management-software" target="_blank">Streetlight.Vision</a> in place, communities can leverage their infrastructure to address critical issues like heat island remediation, air quality improvements, traffic and pedestrian management while keeping the marginal costs to a minimum. As urbanization continues, smart street lighting can also help cities increase public safety, including making it safer for people to walk the streets and parks at night. Beginning with a proven anchor application like smart lighting provides cities and utilities with immediate operational and cost savings benefits along with greater flexibility for future smart city applications and growth.</p> <p><strong>Technology providers, just like their customers, need to operate with sustainability in mind.&nbsp;&nbsp;<br /> </strong><br /> Ethical technology and the role that technology providers can play in improving sustainability was a common topic of discussion. This means designing for durability, reuse, remanufacturing and recycling to keep products, components and materials circulating in the economy. This also means responsibly implementing technologies, like smart lighting, that will make a direct impact on carbon reduction and sustainability initiatives. Legacy streetlights represent up to 30 to 40 percent of a city&rsquo;s energy bill. With up to 50 percent energy savings and 20 percent operational savings to be gained through an LED upgrade with controls, <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities/intelligent-streetlights" target="_blank">smart street lighting</a> is the ideal first step on the path to reducing greenhouse gas emissions and becoming a <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities" target="_blank">smart and sustainable city</a>.&nbsp;</p> <p>SCEWC 2023 was a confluence of ideas and insights that align closely with Itron's vision of advancing smart cities. The event underscored the importance of collaborative efforts and integrated solutions in shaping a more sustainable future. Our experience at this year&rsquo;s conference reenergized our commitment to smart city development and inspired us to continue exploring the possibilities for more connected, livable and resilient communities across the globe.</p>]]>Energy,Innovation,Smart Streetlights,TechnologyEnergy,Innovation,Smart Streetlights,Technology{81B56600-5413-4CF6-852D-3FB5A94612A0}https://www.itron.com/na/blog/industry-insights/beyond-buzzwordsBeyond Buzzwords: The Strategic Role of AI-Powered Digital Customer Experience for UtilitiesIn the era of digital transformation, industries across the globe are witnessing a revolution that transcends conventional boundaries. Thu, 14 Dec 2023 14:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p><em>Guest blog contributed by Itron technology partner, Smart Energy Water (SEW)</em></p> <p>In the era of digital transformation, industries across the globe are witnessing a revolution that transcends conventional boundaries. Among the myriad of changes, one aspect stands out to both SEW and Itron as a crucial linchpin in this transformative journey: customer experience. In the utility sector, where consumer expectations and technological advancements are rapidly evolving, the imperative focus has introduced <a rel="noopener noreferrer" href="https://sew.ai/product/smart-customer-mobile" target="_blank">AI-Powered Digital Customer Experience</a>. This entails harnessing the transformative capabilities of data and artificial intelligence (AI) to elevate and personalize customer interactions, creating a seamless and responsive engagement.</p> <p>The growing significance of AI-powered digital platforms&nbsp; arises from the changing dynamics of consumer expectations. Modern customers are not merely seeking reliability; they now crave tailored, intelligent and proactive services. By integrating AI into the customer experience, utilities can provide personalized solutions, anticipate evolving needs and streamline interactions. This not only meets current consumer demands but also strategically future-proofs against the evolving expectations of a tech-savvy customer base.&nbsp;<em><br /> </em></p> <div><strong>Grid to CX: The AI Revolution</strong><br /> As the grid evolves in response to digital transformation, it generates an unprecedented volume of data. This data becomes the lifeblood of AI-powered use cases in the utility sector, driving innovations in Digital Customer Experience (CX). The grid's evolution, coupled with insightful data analysis through AI, empowers utilities to anticipate consumer needs, optimize services and ultimately enhance the overall customer journey, creating a seamless and responsive Digital CX tailored to the dynamic demands of today's consumers. Together, SEW and Itron are enabling utility and end user digital transformation. The collaboration combines Itron&rsquo;s leadership in delivering intelligent connectivity and comprehensive utility-focused solutions with SEW&rsquo;s award-winning CX platform. Let&rsquo;s break this synergy down.</div> <div><strong>&nbsp;</strong></div> <div><strong>The Imperative of Customer Experience in Utilities<br /> </strong><em>"89% of utility executives believe that customer experience is a key differentiator for their companies." (Bain &amp; Company)</em></div> <div>&nbsp;</div> <div>In the utility sector, customer experience is not merely a buzzword but a cornerstone defining success in a competitive market. Utilities that prioritize customer-centric approaches are not only meeting expectations but exceeding them. This is where the adoption of intelligence and technological advancements such as AI and digital platforms come into play.</div> <p><strong></strong><strong>&nbsp;</strong></p> <p><strong>Democratizing Data for Connected Experiences</strong></p> <p>To build truly connected experiences, utilities must first democratize data across their portfolio. The foundation lies in understanding and visualizing usage trends, leveraging BTM (Behind the Meter) insights and embracing disaggregation techniques. From bill inquiries to diagnostics, neighbor comparisons to personalized energy reports, the data becomes a powerful tool for utilities to comprehend and improve customer interactions.</p> <div><strong>The Role of AI and Digital Platforms</strong></div> <p>Enter artificial intelligence and digital platforms &ndash; the game-changers in revolutionizing utility customer experiences. Through proactive notifications, AI-driven diagnostics and the ability to forecast bills, utilities can transform their customer service from reactive to predictive, ensuring a seamless consumer experience and enhancing grid reliability. Key use cases for creating exceptional connected experiences across the energy and water ecosystems include:</p> <ul> <li><strong>Rooftop PV Installers: </strong>Enhance solar energy production for rooftop PV installations, optimizing efficiency and reducing costs.</li> <li><strong>Competitive Energy Suppliers:</strong> Leverage data insights for tailored offerings, fostering competitiveness and customer-centric services.</li> <li><strong>Energy Analytics Solutions:</strong> Interpret complex energy data using <a rel="noopener noreferrer" href="https://sew.ai/product/smart-iq" target="_blank">advanced analytics</a>, optimizing consumption patterns for efficiency and cost-effectiveness.</li> <li><strong>Smart Home Technologies:</strong> Integrate intelligent home automation, providing automated energy management and user-controlled systems.</li> <li><strong>Community Choice Aggregators:</strong> Aggregate community energy preferences to deliver customized solutions for local energy needs.</li> <li><strong>Energy Management Systems: </strong>Implement advanced systems for real-time monitoring and intelligent control of energy consumption.</li> <li><strong>Energy Efficiency Programs:</strong> Develop personalized <a rel="noopener noreferrer" href="https://sew.ai/content/energy-efficiency" target="_blank">efficiency plans</a>, encouraging consumers to adopt sustainable practices and reduce energy waste.</li> <li><strong>Managed EV Solutions: </strong>Optimize <a rel="noopener noreferrer" href="https://smartemobility.ai/solutions/ev-charging-management" target="_blank">electric vehicle solutions</a> for efficient charging, contributing to a greener transportation ecosystem.</li> <li><strong>Third-Party Demand Response and Virtual Power Plants:</strong> Implement demand response strategies and virtual power plants (VPPs) to ensure grid stability and reliability.</li> <li><strong>Carbon Tracing Solutions: </strong>Trace and minimize carbon footprint using innovative solutions, aligning with sustainability goals and promoting environmental responsibility.</li> </ul> <p><strong></strong><strong>&nbsp;</strong></p> <p><strong>Building Intelligent Experiences</strong></p> <p>Imagine a scenario where customers receive instant alerts on their mobile devices notifying them of changes in usage trends. This real-time engagement keeps customers informed and empowers them to take immediate action. The one-click engagement options, from viewing more details to entering a chat or invoking device actions, create a dynamic and responsive customer experience, intricately woven into the grid-connected framework.</p> <p>The key lies in experiences that educate, engage and empower consumers. Utilities can nudge customers to view personalized home energy reports or listen to them on smart devices. Behind the scenes, machine learning and AI analyze active usage spikes, appliance disaggregation, anomalies and billing history to display suitable programs and offers dynamically. This ensures that the customer experiences are personalized and seamlessly aligned with the evolving demands of a connected grid.</p> <div><strong>The Connected Future<br /> </strong>True magic happens when utilities enable a connected experience from customers to field workers to service agents and the grid, fostering seamless collaboration. This end-to-end integration extends beyond notifications, allowing customers to link devices while service agents receive real-time insights effortlessly. In this interconnected web, a customer partnership takes center stage, working collaboratively with utilities to achieve shared sustainability goals. Also integral is the commitment to providing extended value for customers. This visionary approach enhances satisfaction and builds enduring relationships, paving the way for a sustainable and customer-centric future.</div> <div>&nbsp;</div> <div>At <a rel="noopener noreferrer" href="https://sew.ai/" target="_blank">SEW</a>, we are leading the energy and water industry towards a sustainable future with our connected platforms, powered by AI/ML/IoT. Our end-to-end integrated solution covers a multitude of use cases, seamlessly connecting customers, field workers and operations. At SEW, the vision is to Engage, Empower and Educate billions of people to save energy and water. We partner with businesses to deliver platforms that are easy to use, integrate seamlessly and help build a strong technological foundation that allows them to become future ready.</div> <div>&nbsp;</div> <div>SEW's collaboration with Itron is all about creating a data-driven connected experience that educates, engages and empowers customers to save energy and water, contributing to a more resourceful world and sustainable future. Integrating SEW&rsquo;s digital CX platform with Itron's grid edge solutions unlocks unique value, leveraging the latest meter data and fostering utility&rsquo;s third-party collaboration and system ecosystems. SEW's certified Green Button solution, combined with Itron's DataHub, positions them at the forefront of delivering comprehensive 'connected experiences.' Learn more at <a rel="noopener noreferrer" href="http://www.sew.ai/" target="_blank">www.SEW.ai</a>.&nbsp;<br /> <div>&nbsp;</div> </div> <div>&nbsp;</div> <p>&nbsp;</p> <p><strong>&nbsp;</strong></p> <p><strong></strong></p> <p>&nbsp;</p> <div>&nbsp;</div> <br /> <p>&nbsp;</p>]]>Energy,Innovation,Technology,UtilitiesEnergy,Innovation,Technology,Utilities{98655C0B-63DA-4007-8273-DBF303E7D45E}https://www.itron.com/na/blog/industry-insights/the-future-of-water-measurementThe Future of Water Measurement: Why Utilities Are Embracing Solid-State MeteringAs digital solutions continue to evolve, the juxtaposition between mechanical meters and solid-state metering technology has become increasingly pronounced. Wed, 13 Dec 2023 11:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>As digital solutions continue to evolve, the juxtaposition between mechanical meters and solid-state metering technology has become increasingly pronounced. Solid-state meters (also known as smart meters) are a powerful tool for utilities to address the challenges of growing populations, water scarcity, aging infrastructure and more.&nbsp;&nbsp;<br /> <br /> For many water utility professionals, mechanical meters offer the comfort of familiarity, which can make the idea of upgrading to solid-state metering seem daunting. However, there are a few key benefits to consider that make the transition to solid-state meters worthwhile:&nbsp;</p> <ul> <li><strong>Accuracy: </strong>More accurate billing and revenue protection.&nbsp;</li> <li><strong>Longevity and maintenance:</strong> Reduced maintenance and replacement costs.&nbsp;</li> <li><strong>Remote reading:</strong> Eliminated need for manual readings.&nbsp;</li> <li><strong>Data analytics:</strong> Valuable insights that support optimization and efficiency.&nbsp;&nbsp;</li> <li><strong>Billing efficiency: </strong>Streamlined billing processes and reduced billing errors.&nbsp;</li> <li><strong>Environmental benefits:</strong> Reduced water losses through leak detection and awareness.&nbsp;</li> <li><strong>Flexible and transitional:</strong> AMR/AMI compatibility&nbsp;</li> <li><strong>Repeatability:</strong> Digital signal processing enables more accurate and meaningful data insights.&nbsp;</li> </ul> <p>&nbsp;</p> <p>Solid-state meters offer a range of benefits over mechanical meters. However, not all solid-state meters are made the same, and it is critical that water utilities work with vendors to understand specific features, offerings and specifications of their products. Itron is a proven leader in helping water utilities around the world better manage their distribution networks to lower operating costs, increase revenue and improve operations overall.&nbsp;<br /> <br /> Read this <a rel="noopener noreferrer" href="https://www.itron.com/-/media/feature/products/documents/white-paper/water-online-article-on-solid-state-water-metering--en--oct-2023.pdf" target="_blank">Water Online article</a> to learn more about the benefits of solid-state meters that are too compelling to ignore.&nbsp;&nbsp;</p>]]>Utilities,Smart MeterUtilities,Smart Meter{F0805F55-82EC-49BB-B48B-F282EFCE6A36}https://www.itron.com/na/blog/industry-insights/a-historic-investment-in-the-american-power-gridA Historic Investment in the American Power GridWhile utilities and cities have a long road ahead as they navigate the impacts of climate disruption, the U.S. Department of Energy’s (DOE) recent allocation of up to $3.5 billion toward grid modernization efforts is a significant step in the right direction. Mon, 27 Nov 2023 16:00:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>While utilities and cities have a long road ahead as they navigate the impacts of climate disruption, the U.S. Department of Energy&rsquo;s (DOE) allocation of up to $10.5 billion toward grid modernization efforts is a significant step in the right direction. The DOE&rsquo;s <a rel="noopener noreferrer" href="https://www.energy.gov/articles/biden-harris-administration-announces-35-billion-largest-ever-investment-americas-electric" target="_blank">announcement</a><a rel="noopener noreferrer" href="http://https://www.energy.gov/articles/biden-harris-administration-announces-35-billion-largest-ever-investment-americas-electric" target="_blank"> </a>of Grid Resilience and Innovation Partnerships (GRIP) funding for utilities marks the largest direct investment in American grid infrastructure to date. The program is expected to contribute to 58 projects across 44 states with one goal in mind: strengthening the electric grid.&nbsp;</p> <p><strong>What is GRIP?<br /> </strong>On behalf of the Bipartisan Infrastructure Law, the Grid Deployment Office is administering funding to enhance grid flexibility and improve its resilience as challenges including extreme weather, climate change, overpopulation and more continue to impact utilities. The DOE will allocate this funding to initiatives that accelerate the deployment of grid infrastructure-related projects, ensuring communities across the nation have access to affordable, clean electricity from a reliable and resilient grid.</p> <p><strong>Grip Funding Opportunities</strong></p> <p>The $3.5 billion in GRIP program investments are divided into three funding categories:</p> <ul> <li><strong>Topic Area 1: Grid Resilience Utility and Industry Grants. </strong>This program will support activities that modernize the electric grid to reduce impacts from extreme weather and natural disasters. Eligible projects include transmission and distribution technology solutions deployed to mitigate hazards such as wildfires, floods, extreme heat, extreme cold, storms, etc.</li> <li><strong>Topic Area 2: Smart Grid Grants</strong>.&nbsp;According to the DOE, this funding will enhance the electric power system by boosting transmission capacity, preventing faults that lead to wildfires and other disruptions, incorporating renewable energy into both transmission and distribution, as well as facilitating electrification.</li> <li><strong>Topic Area 3: Grid Innovation Program. </strong>This program provides financial assistance to states, Tribes, local governments, and/or public utility commissions to collaborate with electric sector owners and operators on the deployment of innovative projects related to transmission, storage and distribution infrastructure.</li> </ul> <div><strong>&nbsp;</strong></div> <div><strong>GRIP Funding Recipients<br /> </strong>Itron would like to congratulate all recipients of the first round of GRIP funding:&nbsp;&nbsp;</div> <p><strong>Grid resilience Utility and Industry Grants</strong></p> <p><strong><img alt="" src="data:image/png;base64,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" style="width: 662px; height: 246px;" /></strong></p> <p><strong>Smart Grid Grants</strong></p> <p><strong><img alt="" src="data:image/png;base64,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" style="width: 670px; height: 495px; top: 645px;" /></strong></p> <p><strong>Grid Innovation Program</strong></p> <p><strong><img alt="" src="data:image/png;base64,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" style="width: 684px; height: 190px; top: 1161px;" /></strong></p> <div>Itron is committed to being a trusted advisor and supported many customers in the pursuit of funding, including Sacramento Municipal Utility District and Liberty Utilities, who received awards.&nbsp;</div> <p>&nbsp;</p> <p><strong>Round Two of GRIP Funding Now Available<br /> </strong>On Nov. 14, the Biden-Harris Administration released the second round of GRIP funding of up to $3.9 billion. A public webinar with more information was held on Nov. 20th and the first milestone of concept papers are due Jan. 12, 2024. Final GRIP applications for the resilience and smart grants are due April 17th, and grid innovation grant applications are due May 22, 2024.&nbsp;&nbsp;<br /> <br /> Itron can support with strategic consulting, solution mapping, proposal writing and review, internal approvals, messaging and positioning with the DOE. We look forward to empowering utilities and cities with the tools they need to make the most of these historic investments in our energy infrastructure and the communities we live, work and play. To learn how our solutions map to IIJA funding, read this <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-funding" target="_blank">blog article</a>.&nbsp;<br /> <br /> Read the first GRIP funding announcement from the DOE <a rel="noopener noreferrer" href="https://www.energy.gov/articles/biden-harris-administration-announces-35-billion-largest-ever-investment-americas-electric" target="_blank">here</a>, the full list of funding recipients <a rel="noopener noreferrer" href="https://www.energy.gov/gdo/grid-resilience-and-innovation-partnerships-grip-program-projects" target="_blank">here </a>and the most recent funding announcement released <a rel="noopener noreferrer" href="https://www.energy.gov/gdo/grid-resilience-and-innovation-partnerships-grip-program" target="_blank">here</a>.</p> <p>&nbsp;</p>]]>Energy,Government,IIJA,InnovationEnergy,Government,IIJA,Innovation{5B78C57A-B74C-45DE-9EAE-FD03FAF2CA93}https://www.itron.com/na/blog/itron-inspire/amplifying-women-in-energy-and-water-at-itron-inspireAmplifying Women in Energy and Water At Itron InspireThe Women Who Inspire session (formerly known as Women in Utilities) is a crowd favorite at Itron Inspire, and for good reason. Tue, 07 Nov 2023 08:30:00 Z<![CDATA[Itron Inspire]]><![CDATA[<p>The Women Who Inspire session (formerly known as Women in Utilities) is a crowd favorite at Itron Inspire, and for good reason. This year&rsquo;s discussion was nothing short of excellent and highlighted leaders who are driving their careers forward in a male-dominated industry while inspiring others along the way. Session moderator, Dr. Andrea Nuesser, director of customer strategy &amp; experience, Hydro One, sat down with panelists Mary Bailey, senior vice president of finance, San Antonio Water System; Robin Dail Massanopoli, manager of metering solutions, Dominion Energy; and Brianne Jordan, senior manager of customer projects and system support, Pepco Holdings, to hear firsthand about the panelists&rsquo; career journeys and how they&rsquo;ve evolved into the exceptional leaders they are today.&nbsp;<br /> <br /> Here are a few of the highlights from the discussion:&nbsp;<br /> <br /> <strong>Q: As a professional, what is your superpower and kryptonite?&nbsp;&nbsp;<br /> </strong><br /> <strong>Brianne:</strong> It&rsquo;s probably a result of my tendency to over analyze, but I&rsquo;ve always had a strong intuition with the ability to predict risks and outcomes. In terms of kryptonite, I find it challenging to sit back when I have the answer and let others figure it out. I don&rsquo;t want to see anyone struggle, but it makes me a better coach and leader to let people work their way through a challenge.&nbsp;&nbsp;<br /> <strong><br /> Robin:</strong> My superpower and kryptonite are the same: truth. Anyone who knows me or has worked with me knows that I tell it like it is. It&rsquo;s not in my DNA to tell people what they want to hear. Over the years, I&rsquo;ve learned to use better language and improve my delivery, but it&rsquo;s still not always easy or what they want to hear. It&rsquo;s helpful to me in most situations, but it can be difficult.&nbsp;<br /> <br /> <strong>Mary:</strong> I am very analytical, so my superpower is my ability to find solutions. From a kryptonite perspective, I have no poker face. If someone says something I don&rsquo;t agree with, you can usually read it all over my face. I need to watch that, but I&rsquo;ve worked with a lot of great people over the years so those moments of &lsquo;what the heck&rsquo; are few and far between.&nbsp;</p> <p><strong>Q: I love that this session has been renamed to Women Who Inspire. Let us in on your secret - how do you inspire others in your job and your daily life?&nbsp;<br /> </strong><br /> <strong>Robin: </strong>I&rsquo;ve had a lot of opportunities to talk to people and give guidance. I try to ask questions and listen to someone else&rsquo;s concerns before asking, &ldquo;Have you thought about it from this perspective?&rdquo; For the person in it, it can be hard to see the forest through the trees. But if you just give them the answer, which of course would be easier, it doesn&rsquo;t inspire them to think from a different perspective or find a solution.&nbsp;&nbsp;<br /> <br /> <strong>Andrea:</strong> I love that &ndash; listening more and then speaking, empowering others to make decisions and then having their back.&nbsp;<br /> <br /> <strong>Mary:</strong> I had one of my employees tell me that people consider me tough, but fair. I said, &ldquo;I&rsquo;ll take that,&rdquo; because I know that I do have a reputation of being tough, but I want to make sure people feel like I treat them fairly. I set the bar very high for my employees, but I set it higher for myself. I&rsquo;m willing to do anything and everything that I would expect my employees to do.&nbsp;<br /> <br /> <strong>Andrea: </strong>That&rsquo;s a really nice summary. If your personal values align with how people see you, I see that as a huge accomplishment.&nbsp;<br /> <strong><br /> Brianne:</strong> Mentoring, volunteering and servant leadership are my jam. It has become a big part of what inspires me every day. Whether it was when I was a teenager trying to navigate life, going to college 12 hours away from home, or being a new mom while navigating my career &ndash; these were all different stages of life where I needed support. The opportunity to offer that to someone else &ndash; being there, being open and supportive, letting others know I have their back &ndash; is what I like to bring forward in my leadership.&nbsp;&nbsp;<br /> <br /> <strong>Andrea:</strong> Listening to you, an image of a candle comes to my mind. A candle doesn&rsquo;t lose its brightness by illuminating others and I think that&rsquo;s a beautiful way to lead.&nbsp;</p> <p><strong>Q: As leaders, we know life isn&rsquo;t always easy or inspiring, but we still need to keep it together somehow. Can you share an example of a time you struggled and what you learned from it?&nbsp;<br /> </strong><br /> <strong>Mary: </strong>When it gets difficult, that&rsquo;s when I double down and say, &ldquo;We&rsquo;re going to fix this and find the solution.&rdquo; In the last few years, SAWS has had a number of interesting challenges. Texas had a horrible winter storm and because of that, we had to deal with our customers going without water for a week. Right before that was the pandemic. We were constantly dealing with high-profile customer situations but eventually came up with solutions to turn them around, and we are now viewed as a supportive utility that truly cares for our customers. There&rsquo;s always a solution &ndash; you just need to work through the situation and rely on your team.&nbsp;&nbsp;<br /> <br /> <strong>Brianne:</strong> The past few years have been a challenge, and it centers mostly around COVID. My youngest daughters were home, and I was already working in a hybrid environment but had to transition to mom, caregiver, employee and teacher all at once. Trying to manage the work environment and the constant bouncing from my children, their workload and mine, the house and everything in-between was difficult. I&rsquo;ve learned to give myself grace and seek support from my colleagues.&nbsp;&nbsp;<br /> <br /> <strong>Robin:</strong> I had a personal situation happen that resulted in a health crisis. Prior to that, I was very result-driven &ndash; I was going to get it done and didn&rsquo;t have a lot of consideration for bringing people along. Going through that crisis gave me an appreciation for the fact that adults experience hardships and you can&rsquo;t always check it at the door when you come to work. People aren&rsquo;t robots &ndash; they have lives, loved ones, friends, etc. with a lot going on and we need to make space for that at work.&nbsp;&nbsp;<br /> <br /> <strong>Andrea: </strong>Going through some personal issues made me a better leader. For me, leadership was always about being the person who knows everything. I&rsquo;ve learned that it&rsquo;s actually about asking myself the question, &ldquo;How do I empower others to be their best?&rdquo; By empowering my team and making them better, they make me better as well. Learning to focus on others and how to help them was a big step for me in my leadership journey.&nbsp;<br /> <br /> A special thank you to Dr. Andrea Nuesser, Mary Bailey, Robin Dail Massanopoli, and Brianne Jordan for their candor, honesty and vulnerability during this engaging discussion. To watch the full session and many others on demand, you can register <a rel="noopener noreferrer" href="https://web.cvent.com/event/370090fb-c02c-4932-ad64-543523ac4125/register" target="_blank">here</a>.&nbsp;</p> <p>&nbsp;</p>]]>Energy,Itron Inspire,Leadership,Women in UtilitiesEnergy,Itron Inspire,Leadership,Women in Utilities{87C45E2D-6019-405C-9A75-574B2474333C}https://www.itron.com/na/blog/itron-inspire/day-one-of-itron-inspire-2023Day One of Itron Inspire: Powering the Energy TransitionItron Inspire 2023 is off to a great start!Thu, 26 Oct 2023 10:30:00 +0100<![CDATA[Itron Inspire]]><![CDATA[<p>Itron Inspire 2023 is off to a great start! We&rsquo;re feeling inspired by the numerous thought-leadership panels, networking events and breakout sessions that are delving into the challenges and opportunities presented by the rapidly advancing energy transition, with a focus on creating a better connected, more resourceful world.&nbsp;&nbsp;<br /> <br /> If you missed day one or need a refresher, here are a few of the highlights:&nbsp;</p> <p><strong>A Rapidly-Evolving Energy Landscape</strong><br /> To kick off day one of Itron Inspire, attendees heard from Tom Deitrich, Itron president and CEO, about the current state of the energy landscape and how it continues to evolve. Tom emphasized the increasing severity and frequency of extreme weather events that will continue to disrupt utility operations, and the urgent need for more visibility given the volatile world we live in today. He goes on to discuss factors such as changing consumer expectations, increasing electric vehicle adoption (approximately 50% growth year over year) as well as growth in the variability and complexity of the grid &ndash; all of which are critical factors we need to think about collectively to move forward with the energy transition. This is why agile and flexible infrastructure is paramount for utilities. Successful grid modernization begins with a forward-thinking vision, a willingness to experiment with cutting-edge technologies and a people-first mindset. Tom then invited Itron's Tim Driscoll, director of technology innovation, to the keynote stage to demonstrate Itron's technology in action. The demo consisted of a simulated power outage due to a transformer overload from an influx of electric vehicles, followed by Itron's grid edge manager balancing the grid with distributed energy resources to bring back power.</p> <p>Attendees also heard from executives from our co-host utilities including Rudy Garza, president and CEO of CPS Energy and Robert Puente, president and CEO of San Antonio Water System (SAWS), who are exceptionalH&nbsp; examples of utility collaboration in action as they discussed how their organizations&rsquo; sharing of infrastructure continues to benefit the community of San Antonio, TX. In addition, Itron&rsquo;s Marina Donovan, vice president of corporate marketing, ESG and public affairs, announced the release of the <a rel="noopener noreferrer" href="https://www.itron.com/na/resources-page/resourcefulness-report" target="_blank">2023 Resourcefulness Insight Report</a>, which examines the view of the energy transition among utility executives and state utility commissioners.&nbsp;</p> <p><img alt="Day One Keynote" src="-/media/9ab04b0954ce47d7961ab98bba2595df.ashx?h=375&amp;w=500" style="height: 375px; width: 500px;" /></p> <p><strong>Solving the Water Scarcity Crisis&nbsp;</strong><br /> Next, attendees headed to a series of breakout sessions. In this session, "Solving Water Scarcity Challenges with Advanced Analytics," Provo Water&rsquo;s Cora Malcolm presented an issue facing utilities everywhere: water scarcity. This is a pressing, global challenge that demands innovative and effective management. Factors such as agricultural pollution, systematic stresses, deteriorating water quality, climate disruption and more are all contributing to the urgent need for utilities to preserve the world&rsquo;s most precious resource. However, with the integration of advanced analytics, utilities can gain access to valuable insights that inform decision making processes and resolve some of these challenges. Cora also emphasized the importance of collaboration between water utilities, governments, communities and other stakeholders to ensure a reliable and sustainable water supply for the future. Embracing technology-driven solutions will be key as utilities look to reduce water loss and enhance conservation efforts.&nbsp;</p> <p><img height="281" alt="Breakout Session 2" width="500" src="-/media/d90bb94faae94ed4b1ca192386b7da86.ashx" /></p> <p><strong>Exploring the Future of AMI&nbsp;</strong><br /> During the first big picture session, "Enabling Next-Generation AMI," sponsored by Capgemini, attendees heard from a panel of industry experts about how utilities and cities can enable next-generation advanced metering infrastructure (AMI) that&rsquo;s reliable, resilient and efficient. This engaging and forward-thinking discussion was moderated by Rob Chapman, Electric Power Research Institute, and included panelists Spencer Gill, Hydro One, Vidya Rangachar, CPS Energy, Dennis DeMera, Las Vegas Valley Water District, and Hariharan Krishnamurthy, Capgemini. As utilities face challenges related to the increase in electrified transportation, distributed energy resources, environmental pressures, mandates for carbon reduction and more &ndash; all panelists agreed that the grid is facing more demands than ever before. Intelligence at the grid edge is critical to achieving better-informed decisions, quicker response time and more efficient operations. </p> <img height="375" alt="Day 1 Big Picture" width="500" src="-/media/82d51b3959b64791916d7e859778f8b7.ashx" />&nbsp; <p><strong>Reaping the Benefits of Distribution Automation&nbsp;</strong><br /> In this session, "Enhancing Grid Stability and Reliability at ComEd Through Networked Distribution Automation," Giri Iyer, Sentient Energy and Ryan Mayer, ComEd, discussed leveraging intelligent sensors connected to Itron&rsquo;s IoT network to swiftly assess and restore customer outages. Previously, field employees relied on patrols and non-communicating fault indicators to locate faults on the system. By deploying distribution automation (DA), real-time AMI data and intelligent sensors, utilities can take a page out of ComEd&rsquo;s book and experience improved grid stability and reliability in the face of a rapidly evolving energy landscape.&nbsp;&nbsp;</p> <p><img height="281" alt="Breakout Session 1" width="500" src="-/media/89af432228db4947a6346f3ac7fafb0e.ashx" /></p> <p><strong>Hearing from Today&rsquo;s Inspiring Leaders&nbsp;</strong><br /> Day one came to a close with a fantastic "Women Who Inspire" session. The panel highlighted perspectives, experiences and insights from leaders who are driving the energy transition forward and inspiring others along the way. Now in its eighth year, this engaging session was moderated by Hydro One's&nbsp;Andrea Nuesser and invited panelists Mary Bailey, San Antonio Water System, Robin Dail Massanopoli, Dominion Energy, and Brianne Jordan, Pepco Holdings to candidly share about navigating their career paths, managing work/life balance, ways men in the industry can support women in their careers and much more.&nbsp;</p> <p><img height="375" alt="Day One Women who Inspire" width="500" src="-/media/dd09fe777534481b9c373332e00dedea.ashx" /></p> <p>We hope you&rsquo;re enjoying Itron Inspire 2023 as much as we are! To keep up with live updates throughout the conference, follow Itron and use the hashtag #ItronInspire23 on social media.&nbsp;</p> <p>&nbsp;</p>]]>Energy,Itron Inspire,Utilities,TechnologyEnergy,Itron Inspire,Utilities,Technology{D757F094-B4D1-4AFD-9211-ACBCC51FF157}https://www.itron.com/na/blog/itron-inspire/a-day-in-the-life-at-itron-inspire-2023A Day in the Life at Itron Inspire 2023Itron Inspire is officially underway in San Antonio, Texas!Wed, 25 Oct 2023 17:00:00 +0100<![CDATA[Itron Inspire]]><![CDATA[<p>Itron Inspire is officially underway in San Antonio, Texas! Whether you&rsquo;re attending in person or following along from afar on social media, keep reading as we take you through a day in the life at this year&rsquo;s premier, customer-focused event.&nbsp;<br /> <br /> <strong>Say hi at the registration desk!&nbsp;</strong><br /> When you see these smiling faces, you know you&rsquo;re in the right place! Stop by the registration desk to get all of your questions answered, receive the latest updates on conference happenings or just visit with the Itron events team.&nbsp;&nbsp;</p> <p><img height="605" alt="Registration Desk 2023" width="500" src="-/media/8297b1175f6348eeb1301f1261b0a83a.ashx?h=605&amp;w=500" style="height: 605px; width: 500px;" /><span style="text-align: center;"></span></p> <p style="text-align: left;"><strong>Get inspired at the opening keynote and general session.&nbsp;<br /> </strong>The opening keynote and general session are always a fantastic way to kick off the conference. This year&rsquo;s keynote consisted of a fireside chat with Itron president and CEO, Tom Deitrich, and executives from our co-host utilities including <a rel="noopener noreferrer" href="https://www.cpsenergy.com/en/about-us/who-we-are/senior-leadership.html" target="_blank">Rudy Garza</a>, president and CEO of <a rel="noopener noreferrer" href="https://www.cpsenergy.com/" target="_blank">CPS Energy</a> and <a rel="noopener noreferrer" href="https://americanwatersummit.com/speakers/robert-puente/" target="_blank">Robert Puente</a>, president &amp; CEO of <a rel="noopener noreferrer" href="https://www.saws.org/" target="_blank">San Antonio Water System (SAWS)</a>. In addition, Itron&rsquo;s Marina Donovan, vice president of corporate marketing, ESG and public affairs, announced the release of the <a rel="noopener noreferrer" href="https://www.itron.com/na/resources-page/resourcefulness-report" target="_blank">2023 Resourcefulness Insight Report</a>.&nbsp;</p> <p style="text-align: left;"><img height="304" alt="Tom Keynote 2023" width="500" src="-/media/d0d6974f20094a3e8aaf161296fe9eee.ashx" style="width: 566px; height: 344px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: left;"><strong>Take a walk through the Knowledge Center.&nbsp;<br /> </strong>A walk through the Knowledge Center is a great way to get up to speed on Itron and partner innovations that are helping utilities stay ahead of the energy transition curve. This year&rsquo;s Knowledge Center is showcasing Itron services and solutions including cellular, smart streetlights, distributed energy management, electric vehicles and more.&nbsp;&nbsp;</p> <p style="text-align: left;"><img height="667" alt="Smart Streetlights" width="500" src="-/media/afe9afae86774fdcbc8fc602c824d99a.ashx" /></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW137261386 BCX8" role="presentation" style="background-color: #ffffff; height: 258px; width: 344px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><strong>Check out the Itron Experience.&nbsp;&nbsp;</strong><br /> This year&rsquo;s Itron Experience is unlike anything past attendees have seen before. Attendees this year are in the driver&rsquo;s seat and can &ldquo;Choose Your Own Grid Adventure&rdquo; &ndash; to see how their decisions can make or break the grid. Tours can be reserved in the <a rel="noopener noreferrer" href="https://go.itron.com/inspire23-webapp" target="_blank">Itron Inspire app</a>.&nbsp;</span></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW137261386 BCX8" role="presentation" style="background-color: #ffffff; height: 258px; width: 344px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><img height="667" alt="Itron Experience Tablet" width="500" src="-/media/c9ab2f756e5c44d1bc70cc0ceebdc58d.ashx" /></span></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW137261386 BCX8" role="presentation" style="background-color: #ffffff; height: 258px; width: 344px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><strong>Attend a breakout session.&nbsp;<br /> </strong>Take your pick out from over 95 breakout sessions led by Itron customers and industry leaders. Breakout sessions take place each day of the conference and cover topics ranging from grid operations, demand response and data management, to intelligently connected IIoT platforms and the movement to electrified transportation.&nbsp;</span></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW137261386 BCX8" role="presentation" style="background-color: #ffffff; height: 258px; width: 344px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><img height="375" alt="Breakout Session" width="500" src="-/media/2f53561d07de42c78697e7bf65b5a265.ashx" /></span></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW137261386 BCX8" role="presentation" style="background-color: #ffffff; height: 258px; width: 344px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW171727709 BCX8" role="presentation" style="background-color: #ffffff; height: auto; width: auto; margin: 0px; padding: 0px; text-align: center; color: #000000;">Thank you for following along for a day in the life at Itron Inspire! See you on day two for continued innovation and collaboration to create a more resourceful world. Don&rsquo;t forget to join the conversation on social media by using the hashtag #ItronInspire23.&nbsp;</span></span></p> <p style="text-align: center;">&nbsp;</p> <p style="text-align: center;">&nbsp;</p>]]>Itron Inspire,Resourcefulness,UtilitiesItron Inspire,Resourcefulness,Utilities{3ED9BFA7-D629-488A-9920-B66857606004}https://www.itron.com/na/blog/itron-inspire/celebrating-a-week-of-resourcefulness-with-discovery-education-at-itron-inspireCelebrating a 'Week of Resourcefulness' with Discovery Education at Itron InspireExploring a smarter energy and water future begins with education. Tue, 24 Oct 2023 14:30:00 +0100<![CDATA[Itron Inspire]]><![CDATA[<p>Exploring a smarter energy and water future begins with education. That&rsquo;s why Itron and Discovery Education have been working together since 2018 to improve energy-water literacy, encourage conservation and inspire future innovators with <a rel="noopener noreferrer" href="https://www.learntoconserve.com/" target="_blank">Conservation Station</a>. Alongside Itron Inspire 2023, Itron and Discovery Education are celebrating the third annual <strong>Week of Resourcefulness</strong> by launching a new round of interactive educational program activities and videos. Led by our commitment to <a rel="noopener noreferrer" href="https://www.itron.com/na/company/who-we-are/corporate-social-responsibility" target="_blank">corporate purpose and social responsibility</a>, we hope you will take a moment to explore these resources and share with your own communities to help inspire a more resourceful and sustainable world.&nbsp;</p> <p>Itron&rsquo;s company purpose to create a more resourceful world directly aligns with <a rel="noopener noreferrer" href="https://www.discoveryeducation.com/" target="_blank">Discovery Education&rsquo;s</a> mission to create positive social impact (The S of ESG) in the classroom. Discovery Education is the global leader in standards-based digital content for K-12, transforming teaching and learning with award-winning digital content serving 4.5 million educators and over 50 million students worldwide. The Week of Resourcefulness is built around Itron&rsquo;s mission to positively impact the communities we serve , and to date, the program has reached well over 2.5 million students worldwide.&nbsp;</p> <p><strong>New Educational Resources&nbsp;<br /> </strong>We are proud to announce the release of two new <a rel="noopener noreferrer" href="https://www.learntoconserve.com/digital-lesson-bundles" target="_blank">Digital Lesson Bundles</a> for this year's Week of Resourcefulness celebration. Featuring Dan Evans, director of product management, smart cities, and Becca Jones, senior product marketing manager, each lesson bundle includes student-focused interactive videos and activities that focus on innovation, conservation, professional mentorship, and sustainable developments for the future. These newly developed tools and resources were designed to help educators inspire students to engage in sustainability through education and action wherever learning is taking place. Students and educational communities can explore these resources to learn more about global energy-water challenges, smart city innovations and the possibilities to create more resourceful communities of the future.</p> <p><strong>Powering Purpose<br /> </strong>Creating resourceful communities is what we do best at Itron, and putting purpose into action is a great way to get involved. Here are a few fun ways you can take action and help power positive impact in your communities:</p> <ul> <li>Explore and share the <a rel="noopener noreferrer" href="https://www.learntoconserve.com/" target="_blank">Conservation Station</a> education program within your local and social communities.</li> <li>Volunteer to mentor students and help them explore career pathways in our industry with educational program resources and activities.</li> <li>Lead or participate in a resourceful Itron Gives volunteer or Itron Fit wellness activity and share photos on social channels with #ConservationStation, #WeekofResourcefulness, #ItronCSR.</li> </ul> <p>&nbsp;</p> <p>Together we can inspire and empower a more resourceful world!</p> <div>&nbsp;</div>]]>Corporate Social Responsibility,Resourcefulness,Itron InspireCorporate Social Responsibility,Resourcefulness,Itron Inspire{F0150A17-9F5E-4C6E-9003-97A21500AFE2}https://www.itron.com/na/blog/itron-inspire/connecting-with-itron-partners-at-itron-inspire-2023Connecting with Itron Partners at Itron Inspire 2023The Itron Inspire 2023 Knowledge Conference will provide attendees with a unique opportunity to learn – from colleagues, from Itron partners and about Itron solutions.Wed, 18 Oct 2023 21:00:00 +0100<![CDATA[Itron Inspire]]><![CDATA[<p>The Itron Inspire 2023 Knowledge Conference will provide attendees with a unique opportunity to learn &ndash; from colleagues, from Itron partners and about Itron solutions.</p> <p>This year&rsquo;s partner community at Itron Inspire will share about the future of network communications and consumer services, cloud-based solutions and artificial intelligence, distributed energy management and distributed intelligence, smart city and utility IoT use cases, as well as flexible metering and meter reading options.</p> <p>Make sure to visit our partners in the Knowledge Center at Itron Inspire to learn directly from our partner <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire/sponsors" target="_blank">exhibitors </a>and attend <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire/sessions?track=Applications,%20Outcomes%20%2526%20Services#sessions" target="_blank">track sessions</a> featuring partner speakers. Focus on two thought-provoking Big Picture sessions: the first, centered on Enabling Next Generation AMI, sponsored by Capgemini, and the second on AI, Machine Learning and What It Means for Utilities, sponsored by Microsoft.</p> <p>Itron&rsquo;s partner ecosystem continues to evolve and produce valuable real-world solutions. To learn more about our partner solutions, visit our online <a rel="noopener noreferrer" href="https://partner.itron.com/English/solutions/" target="_blank">Partner Solution Marketplace</a>. To learn more about our network and distributed intelligence development opportunities, visit Itron&rsquo;s <a rel="noopener noreferrer" href="https://developer.itron.com/" target="_blank">Developer Portal</a> and stop by the Partner Enablement station in the Knowledge Center.<br /> <br /> We look forward to seeing you at the beautiful JW Marriott San Antonio Hill Country Resort!</p> <div>&nbsp;</div>]]>Energy,Itron Inspire,UtilitiesEnergy,Itron Inspire,Utilities{9DBE127B-2518-48F0-AFFE-A32CB8340D47}https://www.itron.com/na/blog/industry-insights/utilities-mpos-and-iija-fundingKey Drivers of the Energy Transition? Utilities, MPOs and IIJA Funding<span>As cities work to achieve decarbonization goals, it will continue to leave lasting impacts on our communities, transportation systems and vital infrastructure. </span>Mon, 16 Oct 2023 11:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>As cities work to achieve decarbonization goals, it will continue to leave lasting impacts on our communities, transportation systems and vital infrastructure. That&rsquo;s why Itron is focused on helping our customers successfully navigate the opportunities and complexities of the Infrastructure Investment and Jobs Act (IIJA). In the first blog of our series, we provided an <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-funding" target="_blank">overview of IIJA funding and eligible Itron solutions</a>. The second blog of the series highlights the <a rel="noopener noreferrer" href="https://www.itron.com/se/blog/industry-insights/iija-funding-and-the-rise-of-electric-school-buses" target="_blank">transition to electric school buses</a>, and the third blog takes a look at the <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/the-pivotal-role-of-iija-in-the-decarbonization-movement" target="_blank">pivotal role IIJA funding plays in accelerating utility and city carbon reduction initiatives</a>. In this blog, we&rsquo;re digging into the role of metropolitan planning organizations (MPOs) and why collaboration with utilities is key to driving the energy transition forward.&nbsp;</p> <p><strong>Understanding the Role of MPOs</strong><br /> MPOs are entities established in urbanized areas that facilitate regional planning and decision-making and play a crucial role in ensuring that federal transportation funds are allocated efficiently and effectively. MPOs are required to represent localities in all urbanized areas with populations over 50,000, as determined by the U.S. Census. For areas with a population of over 200,000, MPOs have a stronger voice in setting priorities for implementing projects focused on transportation improvement and are responsible for additional planning.<sup><a rel="noopener noreferrer" href="https://www.transit.dot.gov/regulations-and-guidance/transportation-planning/metropolitan-planning-organization-mpo" target="_blank">1</a></sup>&nbsp;MPOs&rsquo; main importance lies in their ability to provide a coordinated approach to addressing transportation challenges, ensuring that infrastructure investments lead to improved mobility, reduced congestion and enhanced environmental sustainability for the surrounding area.&nbsp;</p> <p>Here are some of the main IIJA funding programs currently available for MPOs across the country:</p> <ul> <li><a rel="noopener noreferrer" href="https://www.transportation.gov/grants/SS4A" target="_blank">Safe Streets and Roads for All program</a></li> <li><a rel="noopener noreferrer" href="http://https://wsdot.wa.gov/business-wsdot/support-local-programs/funding-programs/protect-program" target="_blank">PROTECT Grants</a></li> <li><a rel="noopener noreferrer" href="https://www.fhwa.dot.gov/environment/cfi/" target="_blank">Charging and Fueling Infrastructure Program</a></li> <li><a rel="noopener noreferrer" href="https://www.fhwa.dot.gov/bipartisan-infrastructure-law/congestion_relief.cfm" target="_blank">Congestion Relief Program</a></li> <li><a rel="noopener noreferrer" href="https://www.transportation.gov/grants/rcnprogram/about-rcp" target="_blank">Reconnecting Communities Pilot Program</a></li> <li><a href="https://afdc.energy.gov/laws/284">Congestion Mitigation and Air Quality (CMAQ)</a></li> </ul> <div>&nbsp;</div> <div>While MPOs are mostly focused on issues related to transportation, MPOs, utilities and Itron all have a key goal in common: to create better-connected communities. So, why not work together to turn this goal into a reality?</div> <p>&nbsp;</p> <p><strong>Alignment of MPOs and Utilities to Solve Complex Problems<br /> </strong>Utilities and MPOs have an opportunity to partner and find innovative ways to ensure resiliency and reliability in the face of increasing climate-related challenges. As billions of dollars in funding is rolled out by the IIJA over the coming years, these entities have ample opportunity to collaborate on how this funding is allocated while leveraging tools that lead to a climate-resilient future. Itron can help MPOs and utilities do just that &ndash; so their communities can reap the benefits.</p> <div><strong>Technology Solutions: The Glue for Utility and MPO Partnerships<br /> </strong>At Itron, we have the technology, solutions and expertise to make the most of IIJA funding &ndash; and we can support the coordination and buy-in process across various stakeholders along the way. A number of Itron solutions can help utilities and MPOs meet the needs of their communities with IIJA funding:</div> <div> <ul> <li><strong>Moving to Electrified Transportation:</strong> Funding from IIJA can be applied to tackle one of the most pressing challenges facing transportation systems everywhere: the rapid growth in electric vehicles (EV). As fleets transition to electric, it&rsquo;s crucial for both utilities and fleet managers to adjust their charging infrastructure to meet the increase in demand. <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/electric-vehicle-charging-management" target="_blank">Itron&rsquo;s EV solutions</a> can take into account the specific needs of utilities, fleet operators, MPOs and the surrounding community - and offer the adaptability and expertise needed for a smooth shift to electrification. Additionally, our solutions help overcome obstacles associated with EV adoption including but not limited to delays in supply chain and coordination between utilities and key stakeholders. As the accelerating adoption of EVs continues to unfold in the years to come, now is the time for utilities and MPOs to take action and prepare their communities for a successful transition.&nbsp;</li> </ul> <ul> <li><strong>Lighting the Way to Net Zero:</strong> Traditionally, cities and transportation agencies have relied on static models to estimate energy and carbon generation. However, with networked smart streetlights and a comprehensive Central Management System (CMS) like <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities/central-management-software" target="_blank">Streetlight.Vision</a> in place, communities can accurately measure consumption, energy savings and carbon reduction. This infrastructure can also be leveraged for other critical issues like traffic and pedestrian management, air quality improvements and more that directly address the challenges many MPOs are facing. Beginning with a proven anchor application like smart lighting provides utilities with immediate return on investment and paves the way for additional applications to be layered in over time.</li> </ul> <ul> <li><strong>Utilizing Distributed Energy Resources:</strong> Itron&rsquo;s <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/deropiab" target="_blank">DER Optimizer solution</a> enables utilities to expand their legacy demand response programs to include a wide range of distributed energy resources (DERs), including EVs, which is equally important for MPOs as accelerating EV adoption continues to take a toll on transportation infrastructure. The DER Optimizer&rsquo;s real-time analytics and optimization engine allows utilities to strategically grow their program portfolio from traditional reliability programs to a wide range of DER-based grid services. Examples include economic dispatch, non-wires alternatives, local grid balancing and microgrid use cases &ndash; all of which contribute to more climate-resilient communities.&nbsp;</li> </ul> <strong></strong></div> <div><strong>&nbsp;</strong></div> <div><strong>Now what?<br /> </strong>Collaboration between MPOs and utilities to deploy these solutions can result in a quicker rollout, reduced project costs and improved outcomes for communities. Here are some ways these entities can work together to deploy them:</div> <ul> <li><strong>Share funding opportunities: </strong>If you aren&rsquo;t already leveraging joint funding opportunities, the IIJA is the perfect place to start. There are multiple funding programs being awarded, such as the ones we outlined above, that are mutually beneficial to both utilities and MPOs and can help each entity meet their objective of creating better-connected communities.&nbsp;</li> </ul> <ul> <li><strong>Share data and mapping plans: </strong>If you&rsquo;re a utility, consider sharing GIS (Geographic Information System) layers, infrastructure maps and future plans with MPOs. This can lead to coordinated planning, especially when transportation and utility projects intersect (EV adoption, smart streetlights, etc.).</li> </ul> <ul> <li><strong>Facilitate joint planning meetings:</strong> Consider establishing a regular meeting cadence with your local utility or MPO. By discussing planned projects in tandem, both entities can anticipate potential conflicts, plan synergies and create efficiencies.&nbsp;</li> </ul> <ul> <li><strong>Collaborate on public engagement: </strong>MPOs often have established processes for engaging the public in transportation planning. Utilities can benefit from these processes and collaborate with MPOs during public outreach initiatives, especially when projects impact both transportation and utility services.</li> </ul> <ul> <li><strong>Share learnings and key takeaways: </strong>Utilities and MPOs have unique expertise. By organizing joint training sessions or workshops, both entities can share knowledge, best practices, innovative solutions and priorities moving forward.</li> </ul> <ul> <li><strong>Co-strategize lobbying and advocacy: </strong>On issues of mutual interest, MPOs and utilities can join forces to lobby for regulatory changes, funding or policies at higher levels of government.</li> </ul> <p>&nbsp;</p> <p>To learn more about the steps involved in facilitating improved utility and MPO collaboration, especially as it relates to IIJA funding, reach out to <a rel="noopener noreferrer" href="http://" target="_blank">Dave Stensland</a>, business development director, IIJA.&nbsp;</p> <p>Sign up for future information and announcements related to IIJA at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">www.itron.com/iija</a>. IIJA will also be discussed in detail at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire" target="_blank">Itron Inspire 2023</a>, where utility and industry leaders will share lessons learned and tips for positioning for future rounds of funding. <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire" target="_blank">Register here</a> for an opportunity to learn about the IIJA and how Itron solutions can help you make the most of it.</p>]]>Energy,Government,IIJAEnergy,Government,IIJA{056A563B-78BA-44F8-A856-A9C8619BEB81}https://www.itron.com/na/blog/industry-insights/climate-week-2023Climate Week 2023: Making Progress Toward a Sustainable FutureAt Climate Week 2023, innovators, policy makers and thought leaders are converging in New York from Sept. 17-24 to address one of the most urgent challenges facing utilities and communities around the globe: climate disruption. Thu, 14 Sep 2023 23:15:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>At <a rel="noopener noreferrer" href="https://www.climateweeknyc.org/" target="_blank">Climate Week 2023</a>, innovators, policy makers and thought leaders are converging in New York from Sept. 17-24 to address one of the most urgent challenges facing utilities and communities around the globe: climate disruption. Hosted by Climate Group, Climate Week stands as the largest yearly gathering of its kind with around 400 events throughout New York City.&nbsp;</p> <p>This year, Itron is thrilled to attend and present alongside long-time Itron partner, <a rel="noopener noreferrer" href="https://www.capgemini.com/us-en/" target="_blank">Capgemini</a>. On Monday, Sept. 18, I&rsquo;m representing Itron in a panel discussion moderated by Nisar Ahamad, Capgemini, titled, &ldquo;Accelerating the ESG Transition: Unleashing the Power of Granular Data and Innovative Solutions for a Sustainable Future.&rdquo; In this discussion, attendees can expect insights into the challenges facing the Environmental, Social and Governance (ESG) reporting industry and how utilities can play an innovative role to promote a sustainable future. Featuring various perspectives from leaders in the energy and technology space including Ira Greg Pearl, <a rel="noopener noreferrer" href="https://www.nexteraenergy.com/" target="_blank">NextEra Energy</a>, Isabel Verkes, <a rel="noopener noreferrer" href="https://www.esgbook.com/" target="_blank">ESG Book</a>, and Soumya Bhatt, <a rel="noopener noreferrer" href="https://www.microsoft.com/en-us/?ql=2" target="_blank">Microsoft</a>, the panel will focus on the major obstacles organizations face when effectively collecting and disclosing their environmental data, as well as how granular data offers a revolutionary approach to accelerating the energy transition.&nbsp;</p> <p>I look forward to representing Itron in this discussion and diving into the importance of smart meter and sensor data and how improved access can significantly contribute to improved environmental reporting. In addition, I&rsquo;ll cover how the use of aggregated utility data and analytics can help create value for many stakeholders in the ESG investing industry, and how these benefits can be strategically positioned to encourage utilities and their respective customers to participate. The discussion will also include perspectives from each panelist on the role of collaboration among technology providers, utilities and ESG stakeholders in creating a more resourceful world through accurate, data-driven reporting.&nbsp;</p> <p>Visit <a rel="noopener noreferrer" href="https://www.climateweeknyc.org/" target="_blank">Climate Week 2023</a> to learn more about modern solutions and technologies that are contributing to a more sustainable future. Follow along on Itron&rsquo;s social media for updates from our time at Climate Week and use the hashtag #ClimateWeekNYC to join the conversation. Stay tuned for a recap blog with exclusive insights and takeaways from the event!&nbsp;</p>]]>Energy,Innovation,TechnologyEnergy,Innovation,Technology{AC72B65E-FDA3-48F9-8DFE-69AD9B41B169}https://www.itron.com/na/blog/industry-insights/the-pivotal-role-of-iija-in-the-decarbonization-movementThe Pivotal Role of IIJA in the Decarbonization MovementIn recent years, adoption of sustainable practices by utilities and cities has transitioned into closer monitoring of carbon regulations and decarbonization initiatives.Fri, 25 Aug 2023 08:30:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>In recent years, adoption of sustainable practices by utilities and cities has transitioned into closer monitoring of carbon regulations and decarbonization initiatives. This shift is taking place during a pivotal time as the world continues to grapple with the increasing impacts of climate disruption, ranging from power outages, water scarcity, severe weather events and more. While there may not be a quick-fix solution, the billions of dollars awarded by <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">the Infrastructure Investment and Jobs Act (IIJA)</a> is a solid place to start.&nbsp;</p> <p>Itron is excited to continue our blog series focused on bridging the gap between IIJA funding, utilities&rsquo; sustainability initiatives and Itron solutions. In the first blog of the series, we provided <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-funding" target="_blank">an overview of IIJA funding and Itron solutions to match</a>. The second blog of the series highlights <a rel="noopener noreferrer" href="https://www.itron.com/se/blog/industry-insights/iija-funding-and-the-rise-of-electric-school-buses" target="_blank">the transition to electric school buses</a> and the implications of the EPA&rsquo;s Clean School Bus Rebate Program. In this next blog of our IIJA series, we&rsquo;re taking a closer look at the pivotal role IIJA funding plays in accelerating utilities&rsquo; and cities&rsquo; carbon reduction initiatives, and how Itron solutions and technologies can help. Let&rsquo;s get into it.</p> <div><strong>IIJA&rsquo;s Investment in a Decarbonized America</strong><br /> <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">According to research Itron conducted with U.S. utility executives</a>, most utilities and cities are aware that IIJA funding is available but are unsure what to apply for and the impact it can have on their operations. A key IIJA funding opportunity all utilities and cities should have on their radar is the <a rel="noopener noreferrer" href="https://www.fhwa.dot.gov/bipartisan-infrastructure-law/crp_fact_sheet.cfm" target="_blank">Carbon Reduction Program (CRP)</a>. The CRP was established after the IIJA was signed into law and provides funds for projects designed to reduce transportation emissions from on-road highway sources<sup><a rel="noopener noreferrer" href="https://www.fhwa.dot.gov/bipartisan-infrastructure-law/crp_fact_sheet.cfm" target="_blank">1</a></sup>. Types of projects eligible to receive CRP funding include smart street lighting, traffic management devices and transportation replacement with energy-efficient alternatives as well as the installation of intelligent infrastructure communications equipment<sup><a rel="noopener noreferrer" href="https://www.fhwa.dot.gov/environment/sustainability/energy/policy/crp_guidance.pdf" target="_blank">2</a></sup>. Since the passage of IIJA, CRP has awarded over $2 billion so far and will award approximately $4 billion more through 2026.&nbsp;</div> <div>&nbsp;</div> <div>In addition, the <a rel="noopener noreferrer" href="https://afdc.energy.gov/laws/284" target="_blank">Congestion Mitigation and Air Quality (CMAQ)</a> Improvement Program has allocated over $13.2 billion to reducing greenhouse gas emissions. According to the U.S. Department of Energy, CMAQ is intended for projects and programs that help meet the requirements of the Clean Air Act by reducing mobile source emissions and regional congestion on transportation networks. Projects supported by CMAQ funding must demonstrate reduced emissions and be a transportation project.<sup><a rel="noopener noreferrer" href="https://afdc.energy.gov/laws/284" target="_blank">3</a></sup>&nbsp;</div> <div>&nbsp;</div> <div>Now that we know IIJA funding is available to support decarbonization goals, where is the best place for utilities to start?&nbsp;&nbsp;<br /> <div>&nbsp;</div> <strong>Using Smart Streetlights as a Tool for Carbon Reduction</strong></div> <p>Legacy streetlights represent up to 30 to 40 percent of a city&rsquo;s energy bill. With up to 50 percent energy savings and 20 percent operational savings to be gained through an LED upgrade with controls, <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities/intelligent-streetlights" target="_blank">smart street lighting</a> is the ideal first step on the path to reducing greenhouse gas emissions and becoming a <a href="https://www.itron.com/na/solutions/what-we-enable/smart-cities">smart city</a>. Traditionally, cities and transportation agencies have relied on static models to estimate energy and carbon generation. However, with networked smart streetlights and a comprehensive Central Management System (CMS) like <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/smart-cities/central-management-software" target="_blank">Streetlight.Vision</a> in place, communities can accurately measure consumption, energy savings and carbon reduction for validation and reporting. Additionally, under a carbon collaboration framework, cities and utilities can leverage their infrastructure to address other critical issues like heat island remediation, air quality improvements, traffic and pedestrian management while keeping the marginal costs to a minimum. Beginning with a proven anchor application like smart lighting provides cities and utilities with immediate operational and cost savings benefits along with greater flexibility for future smart city applications and growth.&nbsp;</p> <p>As utilities and cities look to take advantage of IIJA funding and continue to work toward net-zero emissions, it is critical to view smart streetlights as a key piece of the puzzle. The savings achieved through smart lighting and additional smart city sensor applications layered in over time can contribute significantly to reduced carbon emissions and improved community safety.</p> <p><strong>Adjusting to the Rapid Adoption of Electric Vehicles</strong></p> <p>CRP and CMAQ funding can also be used to address challenges that are top of mind for utilities and cities everywhere: the rapidly increasing adoption of electric vehicles (EVs) and the change of medium to heavy fleets. By 2032, 25 percent of all heavy trucks and 2/3 of all cars produced in the U.S. must be EVs<sup><a rel="noopener noreferrer" href="http://https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">4</a></sup><sup></sup>. As vehicle fleets move electric, both fleet owners and utilities need to think through how to charge them. Working with Itron solutions that consider the requirements and needs of both utilities and fleet owners provides flexibility, customization and the knowledge required to plan, budget and implement a successful electrification transition. Our solutions also remove the barriers that many utilities and cities encounter with the adoption of EVs, such as supply chain delays, coordination between utilities and transit districts and other related challenges.</p> <p><a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/electric-vehicle-charging-management" target="_blank">Itron&rsquo;s EV solutions</a> enable utilities, cities and fleet operators alike to utilize a scalable approach to plan and operate EV fleets that are effectively integrated within utility systems. These solutions support EV charging program rollouts for our partners across the major charging segments (fleet, public/semi-public and residential) using software and services to help with infrastructure planning and deployment, and then managing operations to maximize investments. By ensuring that charging assets work in harmony across the grid, Itron&rsquo;s EV solutions enable end customers to better manage their fuel costs, utilities to protect the grid and deliver reliable service and most importantly, reduce greenhouse gas emissions.</p> <p><strong>Continuing on the Path to a Decarbonized Future</strong></p> <p>Itron is proud to help utilities and cities make the most of IIJA funding to accelerate their decarbonization efforts. Together, we are well on our way to creating a more resourceful world.&nbsp;</p> <p><a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">Sign up for future information and announcements related to IIJA</a> at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">www.itron.com/iija</a> and stay tuned for next month&rsquo;s blog of our IIJA series that will dive into the role of Metropolitan Planning Organizations (MPOs) and their influence on how this funding is allocated. IIJA will also be discussed in detail at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire" target="_blank">Itron Inspire 2023</a>, where utility and industry leaders will share the tangible lessons learned on the process and how to position for future rounds of funding. <a rel="noopener noreferrer" href="https://www.itron.com/na/company/events/itron-inspire" target="_blank">Register here</a> for an opportunity to learn about key uses cases in AMI, distributed intelligence, grid resiliency and distribution automation that are applicable to IIJA and how it can serve as a path to help you deploy these solutions at scale.</p> <p>For information about IIJA eligibility, application and implementation support, reach out to <a href="mailto:dave.stensland@itron.com">Dave Stensland</a>, business development director, IIJA.&nbsp;</p>]]>Energy,Government,Grid Infrastructure,Electric Vehicle,IIJAEnergy,Government,Grid Infrastructure,Electric Vehicle,IIJA{AA237999-1723-4B49-9C7C-471C9C9984DB}https://www.itron.com/na/blog/industry-insights/combatting-water-scarcityCombatting Water Scarcity: How Utilities Can Lead the ChargeClimate disruption continues to take the world by storm. From unpredictable rainfall patterns to melting glaciers, elevated sea levels, floods and droughts—most impacts of climate disruption are directly tied to the world’s most precious resource: water.Mon, 21 Aug 2023 10:30:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Climate disruption continues to take the world by storm. From unpredictable rainfall patterns to melting glaciers, elevated sea levels, floods and droughts&mdash;most impacts of climate disruption are directly tied to the world&rsquo;s most precious resource: water. It&rsquo;s up to all of us &ndash;&nbsp;especially utilities &ndash;&nbsp;to do what we can to alleviate the demand. As both the demand for water and the occurrence of severe weather events continue to rise, it is imperative to plan a course of action to combat water scarcity and safeguard this invaluable resource.&nbsp;</p> <p>To better understand the urgency of this issue, let&rsquo;s take a look at a few key facts:&nbsp;</p> <ul> <li>Only <strong>0.5 percent of water</strong> on earth is usable and available fresh water &ndash; and climate disruption is dangerously affecting this supply. Over the past 20 years, terrestrial water storage &ndash; including soil moisture, snow and ice &ndash; has dropped at a rate of one cm per year.<sup><a rel="noopener noreferrer" href="https://www.un.org/en/climatechange/science/climate-issues/water?gclid=CjwKCAjw8symBhAqEiwAaTA__Jfgh2LIop5shOVLXNTxfqAGmB5XYE1h3DvtDj-j5sndQqQlnBSZWRoCn7MQAvD_BwE" target="_blank">1</a></sup></li> <li>Since 2000, flood-related disasters have risen by <strong>134 percent</strong> compared with the two previous decades.<sup><a rel="noopener noreferrer" href="https://www.un.org/en/climatechange/science/climate-issues/water?gclid=CjwKCAjw8symBhAqEiwAaTA__Jfgh2LIop5shOVLXNTxfqAGmB5XYE1h3DvtDj-j5sndQqQlnBSZWRoCn7MQAvD_BwE" target="_blank">2</a></sup></li> <li><strong>Four billion people</strong> &ndash; almost two thirds of the world&rsquo;s population &ndash; experience severe water scarcity for at least one month each year.&nbsp;<sup><a rel="noopener noreferrer" href="https://www.unicef.org/wash/water-scarcity" target="_blank">3</a></sup></li> <li><strong>Half of the world&rsquo;s population</strong> could be living in areas facing water scarcity by as early as 2025.<sup><a rel="noopener noreferrer" href="https://www.unicef.org/wash/water-scarcity" target="_blank">4</a></sup></li> </ul> <p>&nbsp;</p> <p>Every day, leaking pipes can waste up to 30% of a utility&rsquo;s water supply. To reduce this unnecessary water loss, meet rising consumer expectations and manage aging distribution systems, utilities and municipalities are transforming how &ndash; and how quickly &ndash; they approach emerging challenges. The ways water utilities have historically approached combatting water scarcity, such as manually monitoring pipes to &ldquo;listen&rdquo; for leaks, have proven inefficient and will no longer suffice. To increase conservation efforts and prevent further irreversible water loss, utilities need to embrace advanced technologies.&nbsp;</p> <p><strong>Leveraging Itron Solutions to Curb Water Loss&nbsp;<br /> </strong><br /> <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/who-we-serve/water" target="_blank">Itron is working with our customers</a> around the world to actively tackle the challenges of water loss by leveraging advanced technologies such as smart meters, intelligent networks, analytics and services. It is a glaring concern that over one third of the water pumped from distribution systems is lost, but through the deployment of tools like <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/product-catalog/ami-essentials-water-gas" target="_blank">advanced metering infrastructure (AMI)</a> and data analytics, utilities can swiftly detect and remedy these leaks. AMI enables utilities to understand usage trends, find leaks, pinpoint locations with high demand and put processes in place to optimize water distribution. This approach significantly reduces water waste and plays a vital role in promoting water conservation and sustainability.&nbsp;&nbsp;</p> <p>Real-time detection plays a key role in addressing global water scarcity. It eliminates the need for manual detection methods that can be time-consuming and less efficient. It can also eliminate non-revenue water (NRW), which refers to the water lost through things like leaks before it reaches the customer. These leaks can be remedied and targeted through <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/product-catalog/temetra-analysis" target="_blank">technology</a> that uses spatial analysis of flow, pressure and consumption level to monitor water networks. Pressure-reducing valves (PRV) regulate the pressure inside the pipe to minimize losses at the leak site, while still maintaining sufficient pressure for users.&nbsp;<br /> <br /> To put it simply, Itron can help utilities and cities make the most of their water by providing solutions designed to improve usage, efficiency and conservation outcomes like never before. With Itron&rsquo;s advanced solutions for water, utilities can:&nbsp;&nbsp;</p> <ul> <li>Proactively identify and reduce water loss with acoustic leak sensors.&nbsp;</li> <li>Collect more accurate revenue for every gallon of water you deliver by replacing slow-running mechanical water meters with solid-state smart meters.&nbsp;</li> <li>Easily add applications such as wastewater monitoring and flood sensing from our extensive partner ecosystem.&nbsp;</li> </ul> <p><strong>&nbsp;</strong></p> <p><strong>A Future with Water Conservation at the Forefront&nbsp;<br /> </strong><br /> The role of utilities and cities in combatting global water loss cannot be overstated. Through innovation, integration of solutions like AMI or leak detection systems and adherence to sustainable operations, utilities are leading the charge to preserve our world&rsquo;s most precious resource. By continuing to embrace and invest in cutting-edge technologies, utilities can make every drop count and secure this invaluable resource for generations to come.&nbsp;</p> <p>&nbsp;</p>]]>Utilities,Sustainability,ResourcefulnessUtilities,Sustainability,Resourcefulness{558F1A1F-8FC2-4C63-AB73-1A49121AF6EF}https://www.itron.com/na/blog/industry-insights/iija-funding-and-the-rise-of-electric-school-busesDriving a Greener Future: IIJA Funding and the Rise of Electric School BusesMore than 20 million American students ride the bus to school every day and of the nearly 500,000 school buses operating in the United States, approximately 95% run on diesel fuel.Thu, 20 Jul 2023 08:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>More than 20 million American students ride the bus to school every day and of the nearly 500,000 school buses operating in the United States, <a rel="noopener noreferrer" href="https://electrificationcoalition.org/schoolbus/" target="_blank">approximately 95%</a> run on diesel fuel.&nbsp;In light of the push to achieve net-zero emissions and the billions of Infrastructure Investment and Jobs Act (IIJA) dollars released by the Environmental Protection Agency (EPA), the electrification of transportation, and more specifically &ndash; school buses &ndash; is top of mind for cities and utilities across the country.&nbsp;&nbsp;</p> <p>Itron is excited to continue our blog series focused on bridging the gap between IIJA funding, utilities&rsquo; sustainability initiatives and Itron solutions. In the first blog of the series, we provided an overview of <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-funding" target="_blank">IIJA funding sources and eligible Itron solutions</a>. In the second blog of the series, we&rsquo;re taking a closer look at the movement to electric school buses and the implications of the <a rel="noopener noreferrer" href="https://electricschoolbusinitiative.org/all-about-clean-school-bus-program" target="_blank">EPA&rsquo;s Clean School Bus Rebate Program</a>, which has awarded over <a rel="noopener noreferrer" href="https://www.wri.org/insights/where-electric-school-buses-us" target="_blank">$900 million for more than 2,400 electric school buses to 389 school districts</a> to date. Keep reading as we discuss the most recent round of IIJA funding, what this means for utilities and cities moving forward and how Itron solutions can shift school bus electrification from a future-thinking pipe dream into a near-term reality.&nbsp;&nbsp;</p> <p><strong>Current IIJA Funding Opportunities&nbsp;</strong></p> <p>In April 2023, the <a rel="noopener noreferrer" href="https://www.epa.gov/newsreleases/biden-harris-administration-announces-400-million-grant-program-fund-clean-school" target="_blank">EPA announced</a> the latest round of IIJA funding which includes a <a rel="noopener noreferrer" href="https://www.epa.gov/cleanschoolbus/clean-school-bus-program-grants" target="_blank">$400 million grant</a> for school bus electrification programs with applications due <strong>Aug. 22, 2023</strong>. According to the <a rel="noopener noreferrer" href="https://www.wri.org/insights/where-electric-school-buses-us" target="_blank">Clean School Bus Program,</a> this second round of funding will prioritize high-need school districts and low-income areas, with an expanded definition including large public school districts, rural school districts, Bureau of Indian Affairs-funded school districts and school districts that receive basic support payments for children who reside on Indian land. While school bus electrification is a critical step in reaching decarbonization goals, utilities, cities and school districts need to prepare for the increased strain on the grid before they can experience the benefits.&nbsp;</p> <p><strong>Preparing for School Bus Electrification&nbsp;</strong></p> <p>The process of electrification involves much more than simply replacing fossil-fuel based school buses with electric ones. It can require upgrades to existing electrical infrastructure such as transformers, wiring and other elements needed to accommodate the increased electrical load on the grid. However, these modifications are often time-intensive, as it can take years to receive and install equipment due to supply chain unpredictability and delays. All of these factors can incur significant costs that would likely extend beyond the funding awarded by IIJA.&nbsp;</p> <p>In addition, as the number of residential electric vehicles (EVs) and EV fleets on the road increases, the demand for electricity will continue to surge, especially during peak times. Without adequate infrastructure upgrades, this increased load can overload the power grid, leading to voltage fluctuations, power outages, strained distribution systems and more. Careful planning and investments in grid modernization, smart charging solutions and energy storage are essential elements to ensuring a smooth transition that will accommodate the growing energy demands of electric school buses.&nbsp;</p> <p>With that in mind, IIJA funding is available now, and buses need to be electrified in the coming months &ndash; not the coming years. So, what does this mean for utilities, cities and school districts looking to apply for the EPA&rsquo;s Clean School Bus Rebate Program? How can they prepare?</p> <p><strong>Bridging the Gap with Itron Solutions&nbsp;</strong></p> <p>At Itron, our solutions are designed to navigate the interim period now while supporting seamless integration of additional infrastructure investments and installments in the future. How? With real-time, local, automated visibility and control via distributed intelligence - also known as <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/electric-vehicle-charging-management" target="_blank">managed charging</a>. To support electric vehicle deployments, it is crucial for charging assets to work in harmony across the grid. This will enable school districts to receive the power they need to fuel electric school buses while allowing utilities to protect the grid and deliver reliable service. By leveraging Itron&rsquo;s managed charging solutions, utilities and cities can prevent electrified school buses from overloading the grid through software tools and services that plan fleet transition, energy management and operations. The powerful combination of analytics, optimization and orchestration enabled by managed charging not only increases operational resiliency and efficiency, but also ensures the total cost of operations is optimized for all project stakeholders.&nbsp;&nbsp;</p> <p><a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/electric-vehicle-charging-management" target="_blank">Itron&rsquo;s EV fleet solutions</a> enable utilities, cities and fleet operators alike to utilize a scalable approach to plan and operate EV fleets that are effectively integrated within utility systems. These solutions support EV charging program rollouts for our partners across the major charging segments (fleet, public/semi-public and residential) using software and services to help with infrastructure planning and deployment, and then managing operations to maximize investments. Itron&rsquo;s Fleet Transition Planning solution, for example, enables utilities and cities to help fleet operators scale and stay engaged as fleets electrify over time, giving appropriate notification about forthcoming demand to inform grid planning.&nbsp;&nbsp;</p> <p>At Itron, we know fleet electrification is a process with plans evolving over time. That&rsquo;s why our EV solutions are flexible and dynamic to accommodate updates and changes. As energy and other costs change, vehicle routes change, grant and financing options present themselves and the fleet itself begins to electrify, fleet operators can adjust the variables &ndash; in real time &ndash; and refresh their transition plan accordingly.&nbsp;</p> <p><strong>A Future with Electric School Buses&nbsp;</strong></p> <p>IIJA funding for the electrification of school buses represents a monumental step toward creating a more resourceful world. By transitioning from conventional diesel to electric-powered buses, communities can significantly reduce greenhouse gas emissions, improve air quality and create a healthier environment for our world today and generations to come. As we embrace this transformative shift, Itron looks forward to ensuring school districts, utilities and their surrounding communities are equipped to reap the benefits of this historic investment.&nbsp;&nbsp;</p> <p><a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija#signup" target="_blank">Sign up for future information and announcements related to IIJA</a> at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">www.itron.com/iija</a> and stay tuned for the next blog of our IIJA series. For information about IIJA eligibility, application and implementation support, reach out to <a href="mailto:dave.stensland@itron.com">Dave Stensland</a>, business development director, IIJA.&nbsp;&nbsp;</p>]]>Electric Vehicle,IIJA,Sustainability,UtilitiesElectric Vehicle,IIJA,Sustainability,Utilities{A1CC7A70-2674-4822-989F-A09D8969D1B5}https://www.itron.com/na/blog/forecasting/everyone-needs-ev-dataEVeryone Needs EV Data: Here's Where to Find ItDuring our most recent Forecasting 101 workshop, one of the attendees expressed concerns about their data on electric vehicles (EVs) and how they do not think it is representative of the true number of EVs in their service territory.Mon, 10 Jul 2023 14:00:00 +0100<![CDATA[Forecasting]]><![CDATA[<p>During our most recent Forecasting 101 workshop, one of the attendees expressed concerns about their data on electric vehicles (EVs) and how they do not think it is representative of the true number of EVs in their service territory. EV data is vital to producing accurate load forecasts, and the more representative it is of the true number of EVs, presumably the more accurate the forecasts will be. With many states vowing to mandate 100 percent of new vehicle sales be EVs by 2035, this data becomes even more critical. These current issues, mandates and conversations got me wondering about where to find the most accurate and reliable EV data at the lowest level of granularity. The following is a brief description of my findings.</p> <p>First and foremost, the National Renewable Energy Laboratory (NREL) is an excellent source for EV stock and energy data. NREL has developed a model called the <em><a href="https://www.nrel.gov/transportation/tempo-model.html" target="_blank">Transportation Energy and Mobility Pathways Options</a></em> (TEMPO), which accounts for many factors, including income level, maximum education, dwelling type, and U.S. Census tract type. TEMPO is currently used to produce yearly county-level forecasts from 2018 out to 2050.</p> <p>After spending some time on NREL&rsquo;s website, I was able to find two useful EV datasets that leverage TEMPO. The first is an EV energy forecast dataset that contains yearly shapes, titled &ldquo;Personally Owned Light Duty Vehicle Fuel Consumption&rdquo;. The dataset contains two shapes: one which aligns with the Energy Information Administration&rsquo;s (EIA&rsquo;s) Annual Energy Outlook 2019 (Reference case), and another which aligns with the Electrification Futures Study (High Electrification case). The second dataset provides EV count forecasts under the same two cases. Both datasets contain data for four different vehicle types: battery-electric (BEVs), hybrids with a gasoline engine (HEV-Gasoline), internal combustion engine (ICEV-Gasoline), and plug-in hybrids (PHEV). These datasets are only available for light-duty passenger vehicles and are therefore not applicable to fleet or medium/heavy-duty vehicles.</p> <p>The datasets can be found on <a href="https://maps.nrel.gov/slope" target="_blank">NREL&rsquo;s State and Local Planning for Energy (SLOPE) platform</a>. From the home page, navigate to the data viewer, and select a dataset of interest from the &ldquo;Layer Database&rdquo; tab on the left-hand side of the webpage. The tool also provides geospatial visualizations of the selected dataset. Note that there are a variety of datasets available other than the ones I mention here. The datasets described here are available under the &ldquo;Transportation&rdquo; section of the Layer Database.</p> <p>While county-level data is an excellent starting point and may be sufficient in a lot of cases, higher-resolution EV data may be more desirable, especially if it is believed that there is a higher or lower EV count than the NREL county-level data suggests. This is especially true for small utilities that may operate within a single city or municipality.</p> <p>I also recently learned that some state departments of motor vehicles (DMVs) release data on vehicle counts by zip code. For example, the California DMV has data available for the past five years. Their datasets not only include EVs but hybrids and internal combustion engines as well. I was able to find zip code-level data through several other state DMVs including Oregon, Maine, and Minnesota, just to name a few. It should be noted that these are raw count data, and are not forecasts, unlike the NREL data. However, they may still be useful if a more granular level of EV data is necessary for your modeling endeavors.</p>]]>Energy,Electric Vehicle,UtilitiesEnergy,Electric Vehicle,Utilities{64785205-D637-4B3E-BAD9-EB868E6BF7D5}https://www.itron.com/na/blog/industry-insights/a-closer-look-at-hydrogen-as-an-energy-carrierA Closer Look at Hydrogen as an Energy CarrierOver the past few decades, we’ve observed a monumental shift in the energy landscape as utilities move from traditional fossil fuel sources to more sustainable and renewable alternatives.Tue, 27 Jun 2023 10:30:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Over the past few decades, we&rsquo;ve observed a monumental shift in the energy landscape as utilities move from traditional fossil fuel sources to more sustainable and renewable alternatives. Solar, wind and hydro have each made their marks, but there&rsquo;s a relatively new player in the game that&rsquo;s gaining momentum: hydrogen.&nbsp;&nbsp;<br /> <br /> The International Energy Agency (IEA) anticipates hydrogen will play a leading role in decarbonizing the energy sector by 2050 and considers it to be a bridge fuel for utilities aiming to reach net-zero emissions. This is especially top of mind as the combination of aggressive decarbonization goals and an abundance of funding opportunities for these types of initiatives has utilities around the world searching for cost-effective, low-carbon energy carriers like hydrogen.&nbsp;&nbsp;</p> <p>In recent years, Itron has conducted research with universities, collected industry reports and white papers, participated in the <a rel="noopener noreferrer" href="https://newgasmet.eu/" target="_blank">NEWGASMET</a> project on a standardization framework and gathered utility feedback to define our hydrogen strategy. To help validate our early assumptions, Itron created a whitepaper titled <a rel="noopener noreferrer" href="https://go.itron.com/hydrogen-whitepaper" target="_blank">Evaluating Hydrogen Compatibility: A Framework for Natural Gas Metering Devices</a>, which discusses how gas utilities can prepare for the integration of low-carbon hydrogen and leverage the benefits. To download the white paper, we asked interested readers to complete a brief questionnaire about their company&rsquo;s interest in pursuing hydrogen.&nbsp;</p> <p>From the time of publication in July 2022 to March 2023, 82 respondents completed the survey. Most of the respondents were from gas utilities in the U.S., but also spanned the United Kingdom, Netherlands, Canada, South Korea and Australia. Approximately<strong> 70% of respondents</strong> are planning a pipeline composition of up to<strong> 20% hydrogen</strong>.&nbsp;&nbsp;</p> <p>In Itron&rsquo;s newest report,<a rel="noopener noreferrer" href="https://www.itron.com/-/media/solutions/who-we-serve/gas/hydrogen-survey-results-report.pdf" target="_blank"> The Future of Hydrogen in Natural Gas Pipelines</a>, we share more results of the survey and an analysis of how utilities across the globe are planning to adopt hydrogen as a viable, scalable and sustainable energy carrier moving forward. As hydrogen integration increases, Itron will continue to be a leader in the hydrogen market and a trusted partner to our customers, ensuring they are well informed and well equipped to achieve their decarbonization goals today and in the future. For more information on hydrogen, read the blog, <a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/getting-ready-for-the-future-of-gas" target="_blank">Getting Ready for the Future of Gas</a>.&nbsp;&nbsp;</p>]]>Energy,Innovation,ResourcefulnessEnergy,Innovation,Resourcefulness{0D197D3E-0B3B-4C75-B23B-6542FE2948E7}https://www.itron.com/na/blog/industry-insights/the-epa-electric-vehicle-regulations-on-the-gridBracing for Impact: The EPA's Electric Vehicle Regulations on the GridThe transition to clean energy is forcing utilities everywhere to embrace unprecedented innovation and technologies at a rate unlike ever before.Mon, 19 Jun 2023 09:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>The transition to clean energy is forcing utilities everywhere to embrace unprecedented innovation and technologies at a rate unlike ever before. One shift in particular &ndash; electric vehicles (EVs) &ndash; is transforming the energy industry as we know it and our roadways across the globe. While the accelerating adoption of EVs illustrates significant progress along the transition to clean energy, one important question remains: how can utilities prepare?</p> <p>For some context, here are a few key statistics about recent and projected EV growth:</p> <ul> <li><p>By 2032, 25% of all heavy trucks and 2/3 of all cars produced in the U.S. must be electric vehicles.<sup><a href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">1</a></sup></p></li> <li><p>In total, more than 26 million electric vehicles were on the road globally in 2022, which represents a 60% increase relative to 2021.<sup><a href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">2</a></sup></p></li> <li><p>A total of 14% of all new cars sold were electric in 2022, up from around 9% in 2021 and less than 5% in 2020.<sup><a href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">3</a></sup></p></li> <li><p>Electric vehicle sales globally exceeded 10 million for the first time last year.<sup><a href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">4</a></sup></p></li> <li><p>Electric vehicle sales globally are estimated to reach almost 14 million in 2023.<sup><a href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-electric-light-duty-vehicles" target="_blank">5</a></sup></p></li> </ul> <p>Once a far-fetched idea, EVs are now a daily reality for millions and adoption rates are predicted to continue skyrocketing. However, an aging electric grid can cause brownouts and other issues if not adequately built for this exponential level of growth and increase in demand. Utilities need to be able to ensure grid reliability and resiliency during peak periods. One crucial step to achieving this is the installation of private, commercial and public charging stations. The demand for convenient and accessible charging infrastructure is already on the rise as more people migrate to EVs. In order to strategically deploy charging stations, utilities will need to work with stakeholders like governments and private firms. This will not only enable EV owners to charge their vehicles easily but also ease the strain on the grid by reducing the load on constrained electric infrastructure.</p> <p>Better supply and demand management using smart grid technologies is another important component of successful preparation for the rise in EV demand. To monitor and improve the distribution of power, modern smart grids increasingly employ distributed intelligence and action at the grid edge. Utilities can deploy automation, real-time data and advanced analytics to proactively control the changes in electricity demand brought on by EV charging.</p> <p>To identify and take proactive action against possible vulnerabilities, utilities have the option to leverage existing metering and network infrastructure and/or invest in modern grid monitoring and management technologies. This can include installation of <a href="https://www.itron.com/na/solutions/what-we-enable/dem" target="_blank">distributed energy management systems</a> such as Itron&rsquo;s DER and EV Fleet Management Solutions, proactive grid infrastructure maintenance, automated fault isolation and detection, and grid reconfiguration to redirect power in the event of equipment failure or heavy demand.</p> <p>To put it simply: utilities should prepare for impact. The accelerating adoption of EVs will continue to pose significant strain on the electric grid, but utilities can utilize demand visibility of the wave of EVs landing on their system and other customer energy resources via existing and new DI capabilities. Read Don Reeves&rsquo; full article in Smart Industry <a href="https://www.smartindustry.com/benefits-of-transformation/sustainability/blog/33004786/the-effect-of-the-epas-electricvehicle-regulations-on-the-electric-grid" target="_blank">here</a>.</p>]]>Distributed Energy Management,Electric Vehicle,TechnologyDistributed Energy Management,Electric Vehicle,Technology{E44E1366-6867-4DC0-BAA1-DC8E3BA91050}https://www.itron.com/na/blog/industry-insights/partnering-with-utilities-for-a-resilient-energy-futurePartnering with Utilities for a Resilient Energy FutureAs the climate crisis grows more urgent by the day, the call for a rapid and robust transition to clean, sustainable energy sources is louder than ever. Tue, 13 Jun 2023 11:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>As the climate crisis grows more urgent by the day, the call for a rapid and robust transition to clean, sustainable energy sources is louder than ever. Supporting utilities and cities in this energy transition isn&rsquo;t just a step in the right direction &ndash; it&rsquo;s a necessity. In an interview with Public Utilities Fortnightly, Itron president and CEO, Tom Deitrich shares what&rsquo;s top of mind for Itron moving forward as we continue to innovate, provide guidance and remove barriers to transforming the traditional power grid. <a rel="noopener noreferrer" href="https://www.itron.com/-/media/itron/newsroom/documents/may2023puftomdeitrich.pdf" target="_blank">Read the full interview with Tom Deitrich in Public Utilities Fortnightly</a> or check it out below.&nbsp;</p> <p><strong>PUF:&nbsp;</strong><strong>What most excites you about what Itron is doing with industry partners?</strong></p> <p>We have a rich ecosystem of partners that help us change the way utilities and cities deploy technology.&nbsp;With today&rsquo;s rapidly changing energy landscape, utilities need agile and resilient infrastructure and the deployment of Distributed Intelligence (DI). Similar to a smartphone concept, DI is the idea of having downloadable applications into an endpoint at the edge of a utility&rsquo;s distribution grid. With the latest generation of endpoints, utilities can download an application for a variety of use cases ranging from safety issues, meter bypasses, electricity theft, etc. Utilities can also trigger demand-response events through applications or understand location awareness. A lot of good happens when utilities can begin to map and understand in real time what&rsquo;s happening across the distribution grid. It enables them to better cope with volatile weather, changing usage patterns, integration of renewables and more. I&rsquo;m excited to continue supporting our customers as the way they interact with technology evolves, and ultimately enables them to provide a better quality of service in a volatile world.&nbsp;</p> <div><strong>PUF: If you look at five, six years ago to today, and then three years down the line, how is Itron providing more value to companies and all the players?</strong></div> <div>Looking ahead, there are some parts of our value proposition that I don&rsquo;t want to change. What brought us here is a critical part of continuing to be a trusted partner. What we develop today and in the future must help customers holistically, whether it&rsquo;s operational efficiency, consumer engagement or improving the use of natural resource management to create more sustainability. That is what Itron has been about for forty years and is what we carry forward.</div> <div>What does change though, is making sure our offerings embody agility. The way we work with our customers requires longer-term relationships and adding incremental capability to a deployed system. We have six million endpoints capable of distributed intelligence in the field today, and that&rsquo;s growing rapidly. There are tens of millions more in the backlog yet to come.&nbsp;</div> <div>&nbsp;</div> <div><strong>PUF: With the IRA and IIJA, there&rsquo;s a lot of dollars coming. How does that impact what your technology and services can do for the transformation?</strong></div> <div>First, we asked our customers to understand the needs of utility executives, and the result of that research is available. We interviewed utility executives all around the country to understand their priorities, concerns and most urgent needs. What we find most often is that our customers want to gain access to the money that&rsquo;s being allocated but are not quite sure how to line everything up. Now, our role is to play matchmaker between customer needs, IIJA dollars and Itron solutions and to work with government officials to try to simplify the process.&nbsp;</div> <p><a rel="noopener noreferrer" href="https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-funding" target="_blank">Read our latest blog</a> about Itron&rsquo;s work with utilities and cities to make the most of IIJA funding.</p> <p><strong>PUF: The grid transformation is going to be tough. What are the biggest challenges people should apply their greatest energies to?</strong></p> <p><strong></strong>Every utility has a different set of challenges depending on where existing infrastructure is and what their territory looks like. You&rsquo;ve got to do it one step at a time. It&rsquo;s easy to get focused on one part of a total solution. For example, &ldquo;we need to get focused on interstate transmission to get renewables into city centers.&rdquo; That&rsquo;s a real problem and needs to be addressed, but if you do that without also working on how the distribution system can get power to the edge of the city, you still don&rsquo;t have the power precisely where you need it. It requires a whole-system approach.</p> <div><strong>PUF: What do you want the energy and utilities community to think about Itron?</strong></div> <div><strong>&nbsp;</strong></div> <div><strong></strong>Number one: we are a trusted partner and always have our customers&rsquo; best interests in mind. We measure our success through the success of our customers. Second, I want every young engineer who has a sustainable future in mind, to think the best place to work is Itron, because they are truly contributing to the longer-term success of society at large and developing amazing technology.&nbsp;</div> <div>&nbsp;</div> <div>That is how I want people to think about us. We have the most proven solutions in our space, including smart networks, software, services, meters and sensors for gas, water and electricity. We look forward to continuing our work with customers, ecosystem partners and regulators to help accelerate deployment of our solutions, and in turn, create a more resourceful world.&nbsp;<br /> <div>&nbsp;</div> </div>]]>Energy,Innovation,Leadership,Resourcefulness,Technology,IIJAEnergy,Innovation,Leadership,Resourcefulness,Technology,IIJA{45FBD2EB-283E-4939-8C8F-0FBC787285B5}https://www.itron.com/na/blog/industry-insights/redefining-water-management-at-ace-2023Redefining Water Management at ACE 2023Did you know that more than a third of water pumped through the distribution system is lost to water leakage?Thu, 08 Jun 2023 16:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Did you know that more than a third of water pumped through the distribution system is lost to water leakage? Globally, water loss amounts to nearly 126 billion cubic meters per year (expressed as non-revenue water) with an estimated value of $39 billion USD.<sup><a rel="noopener noreferrer" href="https://www.mdpi.com/2073-4441/12/1/195#:~:text=Globally%2C%20water%20loss%20amounts%20to,billion%20per%20year%20%5B1%5D." target="_blank">1</a></sup> As the global population continues to rise and environmental challenges intensify, efficient management, use and conservation of water resources are more important than ever. We look forward to attending the <strong><a rel="noopener noreferrer" href="https://www.itron.com/br/company/events/event-calendar/2023/06/11/ace-awwa" target="_blank">American Water Works Association&rsquo;s upcoming Annual Conference Exhibition (ACE)</a></strong> in Toronto from <strong>June 11-14</strong>, where we&rsquo;ll address these global water challenges and share Itron&rsquo;s end-to-end water solutions that can help utilities make the most of every drop. You&rsquo;ll find us in <strong>booth 2219</strong>.&nbsp;</p> <p>A few of Itron&rsquo;s modern water solutions that ACE attendees can look forward to learning more about are outlined below.&nbsp;</p> <p class="Paragraph SCXW74905980 BCX8" paraid="2106645588" paraeid="{f0eb770f-a71a-456c-8f32-df115c69d213}{74}" style="color: windowtext; background-color: transparent; margin-right: 0px; margin-left: 0px; padding: 0px;"><span class="EOP SCXW74905980 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="margin: 0px; padding: 0px;"><strong>Achieve Resilient Water Management with AMI Essentials&nbsp;<br /> </strong><br /> Efficient water management has shifted from a want to an urgent need as utilities and their communities face water scarcity, purity and loss-related challenges. Not to mention the diverse and extremely challenging environmental contexts that make it necessary to extend aging infrastructure&rsquo;s lifespan. It is imperative for utilities and cities to deploy water distribution and management solutions that address water scarcity constraints and asset management challenges. Our newest development, <a rel="noopener noreferrer" href="https://www.itron.com/-/media/feature/products/documents/brochure/ami-essentials-water-gas-brochure.pdf" target="_blank">AMI Essentials for Water</a>, can help utilities do just that.&nbsp; This open and flexible standard-based, end-to-end platform focuses on water conservation and revenue protection, paving the way for new standards of metrology excellence and more effective non-revenue water initiatives. You can&rsquo;t manage what you can&rsquo;t measure, so get AMI and get the data you need to optimize your operations.&nbsp;&nbsp;</span></p> <p class="Paragraph SCXW74905980 BCX8" paraid="2106645588" paraeid="{f0eb770f-a71a-456c-8f32-df115c69d213}{74}" style="color: windowtext; background-color: transparent; margin-right: 0px; margin-left: 0px; padding: 0px;"><span class="EOP SCXW74905980 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="margin: 0px; padding: 0px;"><strong>Proactively Prevent Water Loss with Advanced Sensing&nbsp;<br /> </strong><br /> In today&rsquo;s conservation-driven environment, water losses &ndash; and associated pumping and treatment costs &ndash; add up quickly. Distribution leak detection, and keeping system losses minimal, are important operational concerns for water providers. Itron&rsquo;s advanced sensing and leak detection capabilities offer unattended daily monitoring of leaks in distribution lines for proactive leak detection and timely mitigation. This reduces non-revenue water loss, associated costs and potential service disruptions caused by major leak events. By reducing non-revenue water and optimizing operational efficiency, these advanced capabilities support utilities in providing reliable and efficient water services to their communities.&nbsp;</span></p> <p class="Paragraph SCXW74905980 BCX8" paraid="2106645588" paraeid="{f0eb770f-a71a-456c-8f32-df115c69d213}{74}" style="color: windowtext; background-color: transparent; margin-right: 0px; margin-left: 0px; padding: 0px;"><span class="EOP SCXW74905980 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="margin: 0px; padding: 0px;"><strong>Enhancing Your Water Distribution System with Digital Transformation using Temetra Analysis&nbsp;&nbsp;<br /> </strong><br /> The AMI System will open the door to digital transformation by automatically measuring the water consumption at a very granular level, the basis for statistical analysis and machine learning, and applying artificial intelligence. In today's technologically driven world, digital transformation stands as a vital tool for global water providers, with focal areas including asset management, revenue protection, operational efficiency, regulatory compliance and customer service. This paradigm shift will be under the spotlight at ACE 2023. By embracing a comprehensive digital transformation strategy, and employing advanced tools like hydraulic modeling software, pressure management and pressure sensing, utilities can successfully transition their network into a smart meter network through Temetra Analysis.&nbsp;<br /> <br /> Digital transformation not only enables utilities to retain the processed water within the system and minimize waste, but it also delivers enhanced operational efficiency, helping them to achieve their targets. As water scarcity becomes an increasing global concern, the adoption of digital solutions offers a powerful tool in optimizing water management and conservation strategies.&nbsp;<br /> <br /> Itron's innovative water solutions embody this digital revolution, offering a transformative path forward for utilities. As we grapple with the escalating challenges of water scarcity, intensifying regulatory pressures and the urgent need for resilient water management, Itron's suite of digital technologies and solutions provide a comprehensive arsenal to tackle these issues head-on.&nbsp;<br /> <br /> Through digital transformation, utilities and cities can effectively navigate the complex and rapidly evolving landscape of water management, paving the way for a more sustainable and resilient future. We invite you to visit us at <strong>booth 2219</strong> at ACE 2023, where we'll be showcasing how digital transformation can help utilities navigate the current challenges in water management with confidence.&nbsp;</span></p>]]>Advanced Metering Infrastructure,Innovation,UtilitiesAdvanced Metering Infrastructure,Innovation,Utilities{5F527ED0-CA74-4A55-AB89-DB18BE2998A7}https://www.itron.com/na/blog/industry-insights/how-ultrasonic-technology-is-reshaping-the-energy-industryBeyond Traditional Meters: How Ultrasonic Technology is Reshaping the Energy IndustryGas utilities around the world face many challenges related to lost revenue and high operating costs.Mon, 05 Jun 2023 15:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[Gas utilities around the world face many challenges related to lost revenue and high operating costs. Inaccurate billing, harsh conditions and a lack of data to manage the distribution system are just a few of the reasons your operations team loses sleep at night.&nbsp;<br /> <br /> The good news is that there is a solution to these challenges &mdash; ultrasonic meters.&nbsp; Solid-state ultrasonic metering can help utilities and cities by increasing revenue, improving customer safety and ensuring a positive return on investment through more accurate measurement. A growing number of utilities are upgrading to ultrasonic meters to provide accurate, durable and intelligent insights that lead to operational savings.&nbsp;<br /> <br /> Not familiar with ultrasonic meters? We&rsquo;ve created a white paper that provides unbiased information to help utilities and cities make informed metering decisions.&nbsp; You&rsquo;ll learn how the technology works and how it compares to mechanical diaphragm meters. For example, did you know that ultrasonic meters have no moving parts? As a result, there is less wear and tear leading which lengthens the meter&rsquo;s life and reduces capital costs.&nbsp;<br /> <br /> At Itron, we continue to take feedback from our customers and create products that help utilities and cities solve problems and streamline their operations. Itron&rsquo;s Intelis solid-state ultrasonic gas meter is a great example of our commitment to providing high-quality products to help our customers maximize the long-term value of their investments and achieve their net-zero goals.&nbsp;<br /> <br /> If you're eager to dive deeper into the topic and explore the finer details, we invite you to download our comprehensive white paper. Gain valuable insights and discover new perspectives by accessing the full document <a href="https://www.itron.com/na/solutions/who-we-serve/gas#ultrasonic">here</a>.&nbsp;]]>Innovation,Technology,UtilitiesInnovation,Technology,Utilities{F5E71A01-B59E-4C76-8B14-7019B3B492E2}https://www.itron.com/na/blog/industry-insights/itron-investment-in-creating-a-more-resourceful-worldItron's Investment in Creating a More Resourceful WorldBuilding more resourceful communities in which we live and work is an essential part of Itron’s environmental, social and governance (ESG) strategy in action.Thu, 01 Jun 2023 15:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Building more resourceful communities in which we live and work is an essential part of Itron&rsquo;s environmental, social and governance (ESG) strategy in action. We are steadfast in our commitment to resourcefulness and protecting tomorrow&rsquo;s water and energy by enabling utilities and cities to better manage these resources. As we release our <a rel="noopener noreferrer" href="https://www.itron.com/apac/company/who-we-are/esg" target="_blank">2022 ESG report</a> today, we look back at our accomplishments in driving a sustainable climate both inside and outside of our walls. </p> <p>In 2022, we advanced toward our goal of achieving net zero emissions by 2050 with the following actions:</p> <p> -<span> </span>Made progress on our commitment to address climate disruption by reducing our carbon emissions by at least 50% by 2028.<br /> -<span> </span>Assisted customers in avoiding 4.9 million metric tons of greenhouse gas emissions through reducing truck rolls, customer energy education and demand response programs.<br /> -<span> </span>Ensured that 88% of Itron manufacturing facilities achieved the International Organization for Standardization (ISO) 14001 &ndash; Environmental Management Systems certification.<br /> -<span> </span>Signed the United Nations Global Compact, one of the largest global business sustainability initiatives.<br /> -<span> </span>Matched over $200,000 in donations to employee causes around the world.</p> <p>Every day, Itron works alongside our customers to advance their sustainability goals. For example, <a rel="noopener noreferrer" href="https://investors.itron.com/news-releases/news-release-details/itron-network-canopy-be-deployed-singapore-smart-water-metering" target="_blank">PUB, Singapore&rsquo;s national water agency</a>, is using Itron&rsquo;s meters to achieve water conservation goals and <a rel="noopener noreferrer" href="https://investors.itron.com/news-releases/news-release-details/itron-and-duke-energy-florida-collaborate-deliver-managed-ev" target="_blank">Duke Energy Florida</a> is working with Itron to implement a managed EV charging program that enables homeowners to charge during off-peak hours. Our industry partners are just as committed to the efficient management of resources as evidenced in our <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2022/09/26/itron-and-smartthings-join-forces" target="_blank">work with SmartThings</a> to unlock utility energy analytics for carbon reduction.&nbsp;</p> <p>Itron&rsquo;s transparent business practices and integrity permeate all areas of our operation. Our purpose is resourcefulness and ensuring energy and water infrastructure works more efficiently with less waste. As we battle climate disruption, Itron is protecting energy and water supplies by doing the right thing for our business, customers and planet. This is how we create a more resourceful world.</p> <p>Learn more and download the report at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/who-we-are/esg" target="_blank">www.itron.com/esg</a>.</p>]]>Energy,Innovation,Resourcefulness,Sustainability,TechnologyEnergy,Innovation,Resourcefulness,Sustainability,Technology{A785386E-7A6F-44C3-BC4E-1904393EA539}https://www.itron.com/na/blog/industry-insights/connecting-the-dots-between-iija-fundingConnecting the Dots: IIJA Funding, Itron Solutions and YouThe passing of the Infrastructure Investment and Jobs Act (IIJA) marks a monumental step toward revitalizing America’s energy infrastructure and preparing for the challenges ahead. Fri, 26 May 2023 16:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>The passing of the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">Infrastructure Investment and Jobs Act (IIJA)</a> marks a monumental step toward revitalizing America&rsquo;s energy infrastructure and preparing for the challenges ahead. However, many utility executives have expressed that the lack of clarity around the application process, eligibility requirements, spending deadlines and more are getting in the way of this historic opportunity. At Itron, we are proud to be a trusted partner to cities and utilities across the globe and can help you make the most of the IIJA.&nbsp;</p> <p>Signed into law in November 2021, the legislation has awarded nearly $185 billion to over 6,900 energy programs spread across a dozen federal agencies, with funding continuing to be awarded today. In fact, approximately 85.5% of funding is still available. This comes as no surprise after the <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">research we conducted with U.S. utility executives in October 2022</a> to get a snapshot of overall awareness, interest and intent to pursue IIJA funding. The main takeaway from this research stood out loud and clear: the process of securing funding and applying it to existing projects is complicated, and many utilities are struggling to connect the dots.&nbsp;</p> <p>We want cities and utilities to know &ndash; we hear you. And we have the leadership, vision and portfolio to help you take advantage of IIJA funding as it relates to your utility&rsquo;s needs, existing efforts and goals for the future. With an 83% success rate for letter submission approvals compared to the 50% average, Itron can help your utility secure funding and design a roadmap with IIJA-eligible solutions to meet your community&rsquo;s needs. Our team can support with strategic consulting, solution mapping, proposal writing and review, internal approvals, messaging and positioning with the Department of Energy.&nbsp;</p> <p><strong>IIJA in Action with Itron Solutions&nbsp;<br /> </strong><br /> Picture this: an electric utility wants to implement a <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/dem" target="_blank">distributed energy resource management system (DERMS)</a> by utilizing the <a rel="noopener noreferrer" href="https://www.energy.gov/gdo/grid-resilience-and-innovation-partnerships-grip-program" target="_blank">DOE&rsquo;s Grid Resilience and Innovation Partnerships (GRIP) program</a>. This would allow the utility to optimize the benefits of distributed energy resources while maintaining power quality and ensuring adequate distribution capacity across the grid. The utility could also consider partnering with a local disadvantaged community school district in electrification of the school and apply for the <a rel="noopener noreferrer" href="https://www.transportation.gov/grants/SMART" target="_blank">Strengthening Mobility and Revolutionizing Transportation (SMART) Program</a> as a demonstration project in proving new emerging benefits. Building a Smart Grid is the common theme between the two grant applications, as well as building value in resiliency by managing and monitoring the impact on the transformer and evolving the use case to charge during opportune times to store renewables and a future distributed energy resource (DER) asset. The local school district has an added opportunity to apply for the&nbsp;<a href="https://www.epa.gov/cleanschoolbus">EPA&rsquo;s Clean School Bus Program</a> to electrify its school buses. This is a great way to enhance the collaboration between the utility and surrounding community.&nbsp;&nbsp;</p> <p>With the utility leading one project and the school district leading the other, the entities join forces and engage Itron to provide strategic consulting, solution mapping, messaging and positioning with the DOE, technology partners as well as grant templates and grant writing where required. This collaboration would not only increase operational resiliency and efficiency but would also ensure the total cost of operations is optimized for all project stakeholders and opens the door to additional use cases in the future. It&rsquo;s a win-win for everyone as this can increase multiple use of an asset that transports our new generation and can supply clean energy to the community in time of need.&nbsp;</p> <p><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW507193 BCX8" role="presentation" style="background-color: #ffffff; height: 129px; width: 372px; margin: 0px; padding: 0px; color: #000000;"><img alt="" class="WACImage SCXW507193 BCX8" unselectable="on" 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" style="height: 123px; width: 366px; margin: 0px; padding: 0px; border: none;" /></span></p> <p><strong>An IIJA Roadmap to Itron Solutions&nbsp;</strong></p> <p><strong><img class="WACImage SCXW82434427 BCX8" unselectable="on" alt="A picture containing text, screenshot, font, web page Description automatically generated" src="data:image/png;base64,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" style="color: #000000; height: 341px; width: 749px; margin: 0px; padding: 0px; border: none;" /></strong></p> <p>A full breakdown of Itron&rsquo;s solutions across electricity, water and smart city industries that are compatible with IIJA funding requirements are outlined above, as well as the benefits utilities and cities can expect to experience after implementation.&nbsp;&nbsp;</p> <p>As the Biden Administration continues to release new information and issue funding opportunity announcements, Itron is here to help and will continue to provide updates and webinars as we learn more and how to make the most of it. We are grateful to be your trusted partner on this journey and look forward to helping more utilities and cities make the most of this historic investment in a more resourceful world.&nbsp;</p> <div><a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija#signup" target="_blank">Sign up for future information and announcements related to IIJA</a> and learn more at <a rel="noopener noreferrer" href="https://www.itron.com/na/company/landing/iija" target="_blank">www.itron.com/iija</a>. For information about IIJA eligibility, application and implementation support, reach out to <a href="mailto:dave.stensland@itron.com">Dave Stensland</a>, business development director, IIJA.&nbsp;</div>]]>Distributed Energy Management,Distributed Intelligence,Government,Technology,Tips and Tricks,Utilities,IIJADistributed Energy Management,Distributed Intelligence,Government,Technology,Tips and Tricks,Utilities,IIJA{7ADB5949-94AD-4760-88D0-575D1E008A0A}https://www.itron.com/na/blog/forecasting/in-person-forecasting-training-workshops-are-backIn-Person Forecasting Training Workshops Are Back!Itron is excited to bring back two different in-person, hands-on training workshops this fall!Wed, 17 May 2023 15:00:00 +0100<![CDATA[Forecasting]]><![CDATA[<p>Itron is excited to bring back two different in-person, hands-on training workshops this fall. Both workshops will be two- and a half-day in length in San Diego, California on <strong>September 26-28</strong>. <a href="https://web.cvent.com/event/480ed751-4cdb-4098-a2c0-0a05609762ae/summary"><strong>Energy Forecasting 101</strong></a> is geared more towards new forecasters while the <strong><a href="https://web.cvent.com/event/3073fae1-165a-4afb-b47f-941cd9ca916c/summary">Fundamentals of Sales and Demand Forecasting</a></strong> workshop builds the basics of linear regression and exponential smoothing in the development of sales, energy and demand forecasts to support the financial and long-term planning processes. Come visit us in sunny San Diego to increase your skillset and network with your peers! Click on the links above for more information and to register. Space is limited.</p> <p style="margin-left: 120px;"><img alt="" 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" /></p> <p>Still can&rsquo;t travel or need training sooner? There are still a few spaces left in the <strong><a href="https://web.cvent.com/event/667518c8-43fc-4009-be9a-8b3bff735b0b/summary">Virtual Forecasting 101 Workshop</a></strong> on <strong>June 12-15</strong>. Please note, the virtual class is limited to MetrixND users.</p> <p><img alt="" 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" style="width: 603px; height: 126px;" /></p> <p>For more than five decades, Itron has helped energy companies understand and anticipate changes in energy demand; changes that drive both strategy and business operations. Itron combines industry-leading forecasting knowledge with innovative software solutions and services to deliver distinctive business intelligence and outcomes.</p> <p>To learn more about Itron&rsquo;s forecasting brown bag webinars, workshops and meetings, go to <a href="https://www.itron.com/jp/company/events/forecasting-workshops">www.itron.com/forecastingworkhops</a>. Need help with your forecast? Energy providers throughout the world look to Itron as their strategic partner to meet their energy forecasting needs. Learn more at <a href="https://www.itron.com/jp/solutions/what-we-enable/analytics/forecasting">www.itron.com/forecasting</a> or contact us at <a href="mailto:forecasting@itron.com">forecasting@itron.com</a>.</p>]]>Distributed Energy Management,Energy,Electric Vehicle,Tips and TricksDistributed Energy Management,Energy,Electric Vehicle,Tips and Tricks{CFD09D55-0AD1-4FB1-909F-9D3198317126}https://www.itron.com/na/blog/industry-insights/making-waves-at-ozwater-2023-exploring-the-latest-innovations-in-water-managementMaking Waves at Ozwater 2023: Exploring the Latest Innovations in Water ManagementWater is one of the most precious resources on the planet, and it’s essential for cities and utilities to manage it carefully. Tue, 09 May 2023 16:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Water is one of the most precious resources on the planet, and it&rsquo;s essential for cities and utilities to manage it carefully. Itron is thrilled to be in Sydney, Australia from May 10 &ndash; 12 as a Stream Sponsor and an exhibitor at the country&rsquo;s premier water exposition and conference, <a rel="noopener noreferrer" href="https://www.itron.com/apac/company/events/ozwater" target="_blank">Ozwater 2023</a>!&nbsp;&nbsp;<br /> <br /> We are proud to be a trusted partner of cities and utilities across the globe in managing our world&rsquo;s most precious resource. Itron has water solutions for an industry in transition and deep expertise to help utilities solve their most pressing challenges today &ndash; with the vision and technological leadership to equip them for the challenges of tomorrow.&nbsp;&nbsp;</p> <p><strong>Explore Modern Water Solutions with Itron in booth G12:&nbsp;<br /> </strong><br /> As utilities and communities move toward climate adaptation, resilient water management becomes critical to address water scarcity issues arising from population growth and extreme weather conditions. In booth G12, we&rsquo;ll be showcasing our latest innovation, <a rel="noopener noreferrer" href="https://www.itron.com/apac/solutions/product-catalog/ami-essentials-water" target="_blank">AMI Essentials for Water</a>, which is an end-to-end water solution that helps utilities and cities make every drop count. AMI Essentials combines Itron&rsquo;s next generation of ultrasonic water meter <a rel="noopener noreferrer" href="https://www.itron.com/apac/solutions/who-we-serve/water/intelis-wsource" target="_blank">Intelis<sup>TM</sup> wSource<sup>TM</sup> NB-IoT</a> and Itron&rsquo;s Temetra<sup>TM</sup> digital platform with integrated NB-IoT device management and analysis functions. Setting the stage for new standards of metrology excellence in harsh environmental conditions and charting the course for more efficient non-revenue water initiatives, this is an open and flexible standard-based, end-to-end platform focused on addressing water conservation and revenue protection plans.&nbsp;</p> <p><span class="EOP SCXW60628921 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;">A main focus for Itron is helping utilities and cities achieve network efficiency. At Ozwater 2023, attendees can look forward to learning about the cutting-edge capabilities of Itron&rsquo;s ultrasonic water meter Intelis wSource, which is engineered to maintain the highest level of accuracy over its entire lifetime, connect easily to several data collection systems and generate extensive data from the water network.&nbsp;&nbsp;</span></p> <p><span class="EOP SCXW60628921 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;">Business models and infrastructure needs are changing as more renewables come onto the grid, more regions are impacted by water scarcity and more communities are investing in smart technologies. That&rsquo;s where <a rel="noopener noreferrer" href="https://www.itron.com/apac/solutions/use-cases/intelligent-connectivity" target="_blank">intelligent connectivity</a> comes into play. At Ozwater 2023, attendees will learn about our strategy to address the growing challenges utilities are experiencing. Rather than a one-size-fits-all network approach, Itron leaders will share about our flexible platform that enables the right communications technology to optimize performance, security and cost &ndash; supporting the use cases our customers care about most.&nbsp;</span></p> <p><span class="EOP SCXW60628921 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;">Asset management, revenue protection, operational efficiency, regulatory compliance and customer service are top of mind for water providers across the globe and will be also addressed in booth G12 at Ozwater 2023. By holistically optimizing distribution operations and leveraging solutions like hydraulic modeling software, pressure management and pressure sensing, we can help utilities transform their network into a smart meter network with <a rel="noopener noreferrer" href="https://www.itron.com/apac/solutions/product-catalog/temetra-analysis" target="_blank">Temetra Analysis</a>. To learn more about the outcomes Temetra enables, register for a live demonstration in the Itron booth <a rel="noopener noreferrer" href="https://www.itron.com/apac/company/events/ozwater" target="_blank">here</a>.&nbsp;</span></p> <p><span class="EOP SCXW60628921 BCX8" data-ccp-props="{'201341983':0,'335559739':160,'335559740':259}" style="background-color: #ffffff; margin: 0px; padding: 0px; color: #000000;">We&rsquo;d love to <a rel="noopener noreferrer" href="https://www.itron.com/apac/company/events/ozwater#meeting" target="_blank">connect at Ozwater for a meeting or private demo</a> and explore how Itron&rsquo;s water solutions can help your utility make the most of every drop. Request a demo today and we&rsquo;ll see you in Australia!</span></p>]]>Resourcefulness,Energy,InnovationResourcefulness,Energy,Innovation{AE6D3CD5-020F-42CD-9727-C2FC0424BE0D}https://www.itron.com/na/blog/industry-insights/artificial-intelligence-reaches-the-utility-industryArtificial Intelligence Reaches the Utility IndustryIn recent weeks there has been an onslaught of news headlines pertaining to the fears of Artificial Intelligence (AI) after Google released its chatbot, Bard.Tue, 02 May 2023 09:30:00 +0100<![CDATA[Industry Insights]]><![CDATA[In recent weeks there has been an onslaught of news headlines pertaining to the fears of Artificial Intelligence (AI) after Google released its chatbot, <a href="https://blog.google/technology/ai/bard-google-ai-search-updates/">Bard</a>. Google&rsquo;s CEO Sundar Pichai said &ldquo;every product of every company&rdquo; will be impacted by the quick development of AI, warning that society needs to prepare for AI technologies. In January 2023 Microsoft announced that its search engine Bing would include OpenAI&rsquo;s GPT technology. Even the U.S. Patent and Trademark Office is aware of the AI revolution and has launched hearings for listening sessions (I find that term ironic) that could determine whether AI systems can get full or partial credit as inventors of new ideas that could be granted patent protection. <br /> <br /> Last year, Itron's Tory Neuenschwander and Mike Ting published a whitepaper on autonomous managed EV charging through the use of AI that can be found on <a href="https://www.itron.com/na/solutions/what-we-enable/dem?utm_source=blog&amp;utm_medium=Artificial+Intelligence+Use+in+Utility+Industry&amp;utm_campaign=DEM&amp;utm_id=blog#machine-learning-and-artificial-intelligence">Itron&rsquo;s DEM webpage</a>. Utilities are our trusted partners and this paper demonstrates Itron&rsquo;s concern and social responsibility for the use of AI in its solutions.]]>Distributed Energy Management,Energy,TechnologyDistributed Energy Management,Energy,Technology{0A748815-0C69-4BCE-A2EB-2D8D0027D1A4}https://www.itron.com/na/blog/forecasting/forecasting-expertise-free-brown-bags-and-moreForecasting Expertise, Free Brown Bags and More!<span class="NormalTextRun SCXW10799583 BCX8" style="color: #000000; background-color: #ffffff; margin: 0px; padding: 0px;">For more than </span><span class="NormalTextRun SCXW10799583 BCX8" style="color: #000000; background-color: #ffffff; margin: 0px; padding: 0px;">five</span><span class="NormalTextRun SCXW10799583 BCX8" style="color: #000000; background-color: #ffffff; margin: 0px; padding: 0px;"> decades, Itron has helped energy companies understand and </span><span class="NormalTextRun SCXW10799583 BCX8" style="color: #000000; background-color: #ffffff; margin: 0px; padding: 0px;">anticipate</span><span class="NormalTextRun SCXW10799583 BCX8" style="color: #000000; background-color: #ffffff; margin: 0px; padding: 0px;"> changes in energy demand; changes that drive both strategy and business operations. </span>Fri, 28 Apr 2023 11:00:00 +0100<![CDATA[Forecasting]]><![CDATA[For more than five decades, Itron has helped energy companies understand and anticipate changes in energy demand; changes that drive both strategy and business operations. Itron combines industry-leading forecasting knowledge with innovative software solutions and services to deliver distinctive business intelligence and outcomes.&nbsp;&nbsp;<br /> <br /> Itron&rsquo;s Forecasting group&rsquo;s second free brown bag of the year is on&nbsp;<strong>May 2</strong>&nbsp;at noon Pacific. Join Dr. J Stuart McMenamin, David Simons and Wyatt Workman on&nbsp;<strong>Regression Methods from A to Z</strong>&nbsp;where they will provide an overview of linear regression methods used in daily energy modeling.&nbsp;&nbsp;<br /> <br /> Itron has been conducting these informative webinars on a variety of forecasting and load research-based topics since 2006 and continues to host new webinars every year. Past webinars were all recorded and are available in a&nbsp;<a href="https://www.itron.com/na/company/events/webcasts/forecasting-videos?utm_source=blog&amp;utm_medium=new%20BB%20blog&amp;utm_campaign=Forecasting&amp;utm_content=forecasting%20blog%20post%20on%20March%2016">YouTube library</a>. To watch the more recent recordings, including the first one this year on Electric Vehicle Load Shapes, you must be registered for the current year&rsquo;s webinars. Read more details about all the 2023 webinars and<strong>&nbsp;<a href="https://web.cvent.com/event/6683c92f-1c7a-45b7-8e1b-65af4c6e4f10/summary?utm_campaign=Forecasting&amp;utm_content=2023%20Free%20forecasting%20brown%20bags&amp;utm_id=forecasting&amp;utm_medium=blog&amp;utm_source=Blog">register today</a></strong>!&nbsp;<br /> <br /> In addition to these webinars, Itron conducts a variety of forecasting workshops and meetings. New to forecasting? Register for the virtual Forecasting 101 workshop in June. There are only a few spots left. To learn more about Itron&rsquo;s forecasting brown bag webinars, workshops and meetings, go to&nbsp;<a href="https://www.itron.com/it/company/events/forecasting-workshops">www.itron.com/forecastingworkhops</a>. Need help with your forecast? Energy providers throughout the world look to Itron as their strategic partner to meet their energy forecasting needs. Learn more at&nbsp;<a href="https://www.itron.com/it/solutions/what-we-enable/analytics/forecasting">www.itron.com/forecasting</a>&nbsp;or contact us at&nbsp;<a href="mailto:forecasting@itron.com">forecasting@itron.com</a>.]]>Electric Vehicle,Energy,Tips and Tricks,Virtual EventElectric Vehicle,Energy,Tips and Tricks,Virtual Event{E80213B8-1F5A-4694-9DDA-75DD114B9CB3}https://www.itron.com/na/blog/industry-insights/modern-gas-solutions-for-a-changing-worldModern Gas Solutions for a Changing WorldAt Itron, we’re dedicated to ensuring the safe, reliable and resourceful delivery of natural gas to end customers.Thu, 27 Apr 2023 15:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>At Itron, we&rsquo;re dedicated to ensuring the safe, reliable and resourceful delivery of natural gas to end customers. That&rsquo;s why we are thrilled to attend the <strong><a href="https://web.cvent.com/event/ec8e2541-2a72-49cc-88c8-16a93bd1640e/summary">American Gas Association's Annual Operations Conference</a></strong>! Held from May 1 &ndash; May 4 in Grapevine, TX, the natural gas industry's premier event brings together experts from various fields to share technical knowledge, ideas and practices that promote the safe, reliable and cost-effective delivery of natural gas to end-users.&nbsp;&nbsp;<br /> <br /> With over 40 years of experience in the industry, Itron is committed to providing innovative solutions that help natural gas utilities and transmission companies manage their operations more efficiently and effectively. In <strong>booth #1001</strong>, Itron will showcase some of our latest technologies and solutions designed to help utilities and transmission companies optimize their natural gas delivery systems:&nbsp;&nbsp;<br /> <br /> <strong>Innovations that Put Safety First&nbsp;</strong><br /> When it comes to delivering natural gas, safety is paramount and advances in technology are giving utilities more visibility into their systems to prevent incidents before they happen. Our <a href="https://www.itron.com/-/media/feature/products/documents/spec-sheet/intelisgas_sp_101584.pdf">Intelis<sup>TM</sup> Gas Meter</a> is changing the value proposition for gas customers from metering and automation to one that extends intelligence to the edge of the network &ndash; evolving the gas distribution network from a one-way gas delivery mechanism to an interactive energy network that can deliver gas more safely and efficiently. Intelis has been thoughtfully developed to enhance safety for utility personnel, end customers and the community at large by enabling autonomous safety shutoff at all service points. The meter features a built-in high flow alarm and a temperature sensor that identify potentially dangerous conditions such as open fuel lines or fires &ndash; automatically triggering shutoff. Air detection identifies meter removal, with the option to shutoff gas flow, while also sending an alarm to utility personnel, helping prevent incidents before they arise.&nbsp;<br /> <br /> <strong>Detecting Losses and Protecting Revenue&nbsp;&nbsp;<br /> </strong>Through differential comparative analysis, utility personnel can detect losses, including leaks and theft. Analytics gathered across the system correlate events in a logical way so that specific, detectable patterns of consumption and behavior point out suspicious or inappropriate usage. <a href="http://https://www.itron.com/na/solutions/what-we-enable/analytics/revenue-assurance">Itron solutions</a> enable gas utilities to combat energy diversion and loss &ndash; including theft, or meter tampering, identify unsafe conditions and reduce safety issues as well as greatly increase accuracy, efficiency and effectiveness of the revenue assurance process.&nbsp;<br /> <br /> <strong>Transforming Meter Systems with Scalable Advanced Metering Infrastructure (AMI)&nbsp;<br /> </strong>With intelligent connectivity at the edge, utilities can receive real-time data on their gas distribution networks, allowing them to quickly identify and address any issues that may arise. Our <a href="http://https://www.itron.com/na/solutions/product-catalog/ami-essentials-water-gas">AMI solutions</a> provide edge analytics, peer-to-peer device communications and decision making at every point of our customers&rsquo; distribution networks and meter systems. They also provide access to granular smart metering system data on a unified platform to drive better informed decisions, quicker response and more efficient operations with the opportunity to layer on additional applications over time. For utilities that provide utility service to small- to medium-sized communities, AMI deployment doesn&rsquo;t have to be a multi-year, functionally overwhelming and organizationally staggering experience. To meet the unique needs of small- to medium-sized utilities, Itron offers AMI Essentials, a standard bundled AMI solution, which is tailored to provide a fully integrated end-to-end hosted AMI solution.&nbsp;</p> <p><strong>A Simple Approach to Network Connectivity</strong></p> <p>Given the diversity of requirements utilities need to support their initiatives, investing in a single network technology is no longer sufficient. Our strategy to address this is simple: we apply <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/use-cases/intelligent-connectivity" target="_blank">intelligent connectivity</a> to unlock the potential of the industrial internet of things (IIoT). Rather than a one-size-fits-all network approach, we use our flexible platform to match the right communications technology, such as RF Mesh and Cellular to optimize performance, security and cost &ndash; supporting both mains powered and battery-powered use cases for maximized performance and longevity. We are working with cellular partners like Verizon to offer secure and reliable connectivity for our gas solutions; collaborating to ensure we can maximize performance while maintaining the battery longevity with our 500G cellular series. We have already contracted with several gas utilities to augment existing AMI networks, target high value C&amp;I accounts, or support a full cellular deployment. With the performance and coveage that we are seeing through our partnership, we are expecting rapid adoption of our cellular technology to address the varied use cases for our gas utilities <br /> <br /> To serve the needs of utilities of any size, we&rsquo;re supporting the collaboration between independent utilities to share the same network canopy. Rather than building out separate, single-purpose networks for electric, gas and water AMI, utilities like <a rel="noopener noreferrer" href="https://www.itron.com/na/company/newsroom/2023/03/07/illinois-utilities-share-itron-ami-network-to-support-meter-modernization?utm_source=bambu&amp;utm_medium=social&amp;utm_campaign=advocacy&amp;blaid=4257052" target="_blank">ComEd, Peoples Gas and North Shore Gas</a> are sharing access to multi-purpose IIoT networks to extend the benefits of AMI to more communities.</p> <p> As a company that is committed to helping utilities and transmission companies operate more efficiently and effectively, Itron is excited to be a part of this year&rsquo;s American Gas Association&rsquo;s Annual Operations Conference. Connect with Itron in booth #1001 to learn more about modern gas solutions for a changing world.&nbsp;&nbsp;</p>]]>Advanced Metering Infrastructure,Energy,Distributed IntelligenceAdvanced Metering Infrastructure,Energy,Distributed Intelligence{D297CD66-6187-438D-A15C-3B866A221B86}https://www.itron.com/na/blog/industry-insights/earth-day-2023-itron-customers-making-a-differenceEarth Day 2023: Itron Customers Making a DifferenceOn Earth Day 2023, we’re taking a moment to pause and reflect on the actions Itron and our customers are taking to slow (and eventually reverse) the impacts of climate disruption. Fri, 21 Apr 2023 12:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[On <a rel="noopener noreferrer" href="https://www.earthday.org/earth-day-2023/" target="_blank">Earth Day 2023</a>, we&rsquo;re taking a moment to pause and reflect on the actions Itron and our customers are taking to slow (and eventually reverse) the impacts of climate disruption. This year&rsquo;s theme, &ldquo;Invest in Our Planet,&rdquo; is focused on engaging governments, institutions, businesses and consumers to take action against the climate crisis. At Itron, we&rsquo;re in a position to do just that. Our company purpose directly aligns with this year&rsquo;s theme, as better management of energy and water resources is an investment in our planet for a more sustainable future, and our innovations help create more equitable cities and communities for generations to come. <br /> <br /> While Earth Day is a reminder of the important work we still have to do, it&rsquo;s also an acknowledgement that we&rsquo;re headed in the right direction. Let&rsquo;s take a look at a few Itron customers who are leading the way to a more resourceful world. <br /> <br /> <strong>UK Power Networks: Keeping Communities Connected</strong> <br /> <a href="https://www.ukpowernetworks.co.uk/">U.K. Power Networks</a>, a provider of dependable, safe, and secure electricity distribution systems throughout London, the Southeast and East of England, was searching for a solution to help manage the impact of sizable solar and wind farms within its East of England service territory due to rising demand for distributed generation (DG) connections. By deploying a network and real-time <a rel="noopener noreferrer" href="https://www.itron.com/na/solutions/what-we-enable/dem" target="_blank">distributed energy resource management system</a> (DERMS) from Itron, the company has been able to achieve an 87% reduction in connection costs for distributed energy resources (DERs); save 27 weeks on average when fulfilling connection requests and has seen a 17% increase in the acceptance rate of connection requests. UK Power Networks now has the option to leverage this existing platform to develop new tools for generators of renewables in the future, while also proving out a new model to other distributors to remain relevant and leverage a multi-application for various solutions moving forward. <br /> <br /> <strong>Transport Canberra and City Services and Electrix: Lighting the Way to Smarter Cities <br /> </strong>In 2019, Itron <a rel="noopener noreferrer" href="https://investors.itron.com/news-releases/news-release-details/itron-and-vinci-energies-build-australias-largest-standalone" target="_blank">announced</a> our collaboration with <a rel="noopener noreferrer" href="https://www.cityservices.act.gov.au/" target="_blank">Transport Canberra and City Services (TCCS)</a>, which manages streetlights and other critical infrastructure, to support deployment of smart lighting and smart city solutions in Australia&rsquo;s capital. TCCS deployed Itron&rsquo;s multi-purpose network across the region to connect streetlights, which represents the largest standalone smart lighting project in Australia and the first energy performance contract in Australia and Oceania. With the energy performance contract, <a rel="noopener noreferrer" href="https://www.omexom.co.nz/" target="_blank">Electrix</a>, leading provider of electrical engineering, construction and maintenance services, will operate, maintain and upgrade the streetlight network over a seven-year period. Benefits of the project include increased safety and energy savings as well as a Smart City Lab that will be developed to test and develop additional smart city solutions, such as smart waste management, traffic monitoring, pollution sensing and other applications using the same network platform. This collaboration focuses on keeping the lights on, getting energy efficient and contributing to Canberra being a smart city. <br /> <br /> <strong>Fort Collins Utilities: Bringing the Heat with Renewable Energy <br /> </strong>In June 2021, Itron <a href="https://www.itron.com/na/company/newsroom/2021/06/23/itron-supports-energy-savings-in-colorado-with-grid-interactive-water-heater-program#:~:text=%E2%80%9CAt%20Fort%20Collins%20Utilities%2C%20we,grid%20management%20and%20energy%20efficiency.">announced</a> a pilot with <a href="https://www.fcgov.com/utilities/">Fort Collins Utilities</a>&mdash;a provider of electricity, water, wastewater and stormwater services to more than 75,000 customers in the City of Fort Collins, Colorado&mdash;which enables distributed energy resource technology to connect electric-resistive and heat-pump water heaters to operate during periods when excess renewable energy is available. This enables water tanks to efficiently pre-heat and the excess renewable energy to be effectively utilized. Electric hot water heaters are the second-highest electricity-consuming appliance for most residential customers, after air conditioners. The ability to pre-heat water prior to peak electricity use periods can reduce a significant amount of residential customers&rsquo; electric costs during peak times&mdash;up to 15 to 20%&mdash;by shifting it to non-peak times and help meet Fort Collins Utilities&rsquo; energy savings goals. Moving forward, the project will be extended to include installation of 27 new GIWH units and the replacement of existing device hardware (81 devices) from WiFi communicating devices to an all-cellular platform. <br /> <br /> When we work together, the possibilities are endless. Thanks to all Itron customers for your collaboration and dedication to preserving our world&rsquo;s most precious resources and creating a more resourceful world. It is a pleasure to be your partner on this journey. Happy Earth Day!]]>Customer Success,Earth Day,Energy,Innovation,ResourcefulnessCustomer Success,Earth Day,Energy,Innovation,Resourcefulness{8B9CBDF9-FF70-4911-B119-E4B3F71F0B29}https://www.itron.com/na/blog/industry-insights/supporting-utilities-on-the-road-to-renewablesSupporting Utilities on the Road to RenewablesWed, 19 Apr 2023 10:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[<p>Supporting utilities along the energy transition and helping them achieve their decarbonization goals is top of mind as we celebrate <strong>Earth Day 2023</strong> at Itron.&nbsp;This year&rsquo;s theme, &ldquo;Invest in Our Planet,&rdquo; directly ties to Itron&rsquo;s mission of creating a more resourceful world and our work with cities and utilities to integrate renewable energy and other distributed energy resources (DERs). In celebration of Earth Day, we&rsquo;re taking a moment to reflect on the opportunities and challenges facing utilities as the adoption of clean energy makes the shift from encouraged to required and closely regulated in the years ahead.&nbsp;</p> <p><strong>What Utilities Can Expect from the Energy Transition<br /> </strong>As DERs and regulations surrounding their deployment continue to gain momentum, utilities are being forced to rethink how they procure power and operate the grid. Due to key advances in technology, the DER landscape is evolving rapidly in terms of price, performance and resulting adoption. Improvements in performance, coupled with a decrease in price, have led to exponential growth in DER adoption that is not expected to slow down any time soon.</p> <p>Other considerations for utilities on the decarbonization journey include transportation electrification and the accelerating adoption of electric vehicles (EV). Although this presents revenue opportunities for utilities with the potential for terawatt hours of additional demand, the increase in EV charging is already having a large impact on the low- and medium-voltage distribution network. Physical assets, such as secondary distribution transformers, are projected to experience a decrease in expected service life, particularly those in residential neighborhoods.&nbsp;</p> <p>In addition to the ways DERs interact with the distribution grid, DER adoption also presents an opportunity for utilities to transform the utility-customer relationship. We know customer expectations are changing rapidly. DER adopters expect a service that is quick and easy to use, and they prefer an interactive response, with utilities acting as trusted advisors on not only how to pay their bill and set up an account, but also how to operate DERs, where to buy them, how to commission them and so on. Another significant change is the amount of control customers have. Program designs will have to change to accommodate a higher frequency of control and a move away from legacy demand-response relationships.&nbsp;</p> <p><strong>Helping Utilities Connect, Analyze and Optimize DERs</strong></p> <p>With rapid integration of renewable and distributed energy technologies onto the grid, utilities are challenged with maintaining power quality, balancing supply and demand, and ensuring adequate distribution capacity. Itron brings the tools and expertise to help utilities do exactly that.&nbsp;</p> <p>Built upon the foundation of Itron&rsquo;s IntelliSOURCE<span data-contrast="auto" class="TextRun SCXW213393380 BCX8" style="border:0px none #000000;color: #000000; opacity: 1; height: auto; width: auto; margin: 0px; padding: 0px; border-spacing: 0px; list-style-type: disc; list-style-image: none;"><span class="NormalTextRun SCXW213393380 BCX8">&reg;</span></span> <a href="https://www.itron.com/na/solutions/what-we-enable/dem">distributed energy resource management</a> system (DERMS), Itron&rsquo;s <a href="https://www.itron.com/na/company/landing/deropiab">DER Optimizer solution</a> enables utilities to expand their legacy demand response programs to include a wide range of DERs, including electric vehicles, smart inverters, battery storage systems and other flexible loads. In turn, DER Optimizer&rsquo;s real-time analytics and optimization engine allows utilities to strategically grow their program portfolio from traditional reliability programs to a wide range of DER-based grid services, including economic dispatch, non-wires alternatives, local grid balancing and microgrid use cases. Itron&rsquo;s mission is to help utilities turn behind-the-meter DERs into valuable grid assets that deliver improved reliability, resiliency, customer engagement and sustainability.</p> <p>In this rapidly changing cleaner energy world with accelerated decarbonization goals, the time for utilities to take action is now. We look forward to supporting our customers on the road to renewable energy today and every day in the years to come. Happy Earth Day!</p>]]>Distributed Energy Management,Demand Response,Earth Day,Electric Vehicle,Renewable EnergyDistributed Energy Management,Demand Response,Earth Day,Electric Vehicle,Renewable Energy{BB29FF9A-DB3A-49C0-AA59-5C56B0E187A9}https://www.itron.com/na/blog/industry-insights/investing-in-education-for-earth-day-2023Investing in Education for Earth Day 2023Earth Day 2023 takes place this coming Saturday, April 22 – and as we like to do at Itron – we’re celebrating all week long!Mon, 17 Apr 2023 10:30:00 +0100<![CDATA[Industry Insights]]><![CDATA[Earth Day 2023 takes place this coming Saturday, April 22 &ndash; and as we like to do at Itron &ndash; we&rsquo;re celebrating all week long! This year&rsquo;s theme is &ldquo;<strong>Invest in Our Planet,</strong>&rdquo; a continuation of the 2022 theme. Designed by <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://www.earthday.org/earth-day-2023/" target="_blank">EarthDay.org</a>, the theme is meant to encourage businesses, governments and citizens around the world to invest in our planet, improve our environment and ensure future generations with a safer and more sustainable future. <br /> <br /> At Itron, we believe managing our world&rsquo;s energy and water resources wisely begins with education. And as part of our corporate social responsibility-led strategy, we&rsquo;ve joined forces with <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://www.discoveryeducation.com/" target="_blank">Discovery Education</a>, the global leader in standards-based digital content for K-12, to create the <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://learntoconserve.com/" target="_blank">Conservation Station</a>, an educational program that promotes energy-water literacy and conservation efforts through the innovative use of technology. In celebration of Earth Day 2023, we're excited to share new classroom activities added to the Conservation Station platform for students and educators around the world that focus on communication skills, critical and creative thinking and collaboration in a sustainability focused context. <br /> <br /> The new resources and activities enable students to learn about the global concerns we face with energy and water, and to explore related challenges such as climate change, poverty, inequality and more through a creative lens. A robust library of digital resources that focus on sustainability and conservation-related topics is available for educators to browse and use wherever learning is taking place. <br /> <br /> In addition to our work with Discovery Education, we are proud to support the <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://poweroverenergy.org/quiz-game/" target="_blank">Power Over Energy (POE)</a> campaign, an educational initiative inspiring consumers through digital campaigns and website content. In celebration of Earth Day, POE recently launched a new <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://poweroverenergy.org/quiz-game/" target="_blank">Power Play Quiz</a>. The online quiz gives consumers an opportunity to test their knowledge on practices that can improve sustainability and reduce a household&rsquo;s carbon footprint. <br /> <br /> Earth Day 2023 is a reminder that our planet has limited resources and requires communities to come together in support of long-term solutions. To create a better tomorrow, we need a new generation of innovators to help solve these challenges. Itron and our employees are committed to our corporate purpose of resourcefulness and engaging with communities to improve energy-water literacy, encourage conservation and inspire future innovators to help shape a more resourceful world. <br /> <br /> To learn more about how Itron is investing in our planet and engaging in communities across the globe, visit: <a rel="noopener noreferrer" rel="noopener noreferrer" href="https://www.itron.com/na/company/who-we-are/corporate-social-responsibility" target="_blank">Corporate Social Responsibility (CSR) | Itron</a>.]]>Corporate Social Responsibility,Earth Day,ResourcefulnessCorporate Social Responsibility,Earth Day,Resourcefulness{86B6C9DE-68D7-423C-9792-484F6A292C1F}https://www.itron.com/na/blog/industry-insights/shining-the-spotlight-on-the-women-of-itron-suranjana-mazumderShining the Spotlight on the Women of Itron: Suranjana MazumderAs Women’s History Month comes to a close, we are excited to shine the spotlight on an Itron leader who spearheads recruitment of industry-leading talent in the Asia-Pacific region and plays a significant role in the advancement of Itron’s global inclusion and diversity (I&D) efforts.Thu, 30 Mar 2023 10:00:00 +0100<![CDATA[Industry Insights]]><![CDATA[As <a href="http://www.womenshistorymonth.gov/">Women&rsquo;s History Month</a> comes to a close, we are excited to shine the spotlight on an Itron leader who spearheads recruitment of industry-leading talent in the Asia-Pacific region and plays a significant role in the advancement of Itron&rsquo;s global inclusion and diversity (I&amp;D) efforts. This week, we had the pleasure of catching up with the manager of talent acquisition in APAC, Suranjana Mazumder! <br /> <br /> Make sure to check out our previous conversations with trailblazing women at Itron including <a href="https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-nichola-kendall">Nichola Kendall</a>, <a href="https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-maureen-mol">Maureen Mol</a> and <a href="https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-amanda-dixon">Amanda Dixon</a>. Read on for a glimpse into Suranjana&rsquo;s passion for her work and the insights she&rsquo;s gleaned over the years. <br /> <br /> <strong>Q: What is your role at Itron?</strong> <br /> <br /> A: I lead APAC Talent Acquisition which includes managing a team of skilled recruiters and talent acquisition coordinators for our hiring initiatives and programs across the APAC region. As an ardent advocate for diversity, equity and inclusion (DEI), my present role allows me to implement and drive our I&amp;D initiatives across APAC.  <br /> <br /> <strong>Q: What does your average workday look like? <br /> </strong><br /> A: I typically start my day by prioritizing my to-do list for the day; facilitating my team meeting; attending stakeholder meetings where we discuss updates, suggestions, information regarding current role market mapping; interviewing and reviewing resumes; planning and strategizing for open roles; and finding solutions for our most niche and difficult open roles. I collaborate with the stakeholders mostly in different time zones across the globe by ad hoc meetings. I also collaborate with other departments and supporting teams to make sure our pre and post onboarding candidates have a positive experience.  <br /> <br /> <strong>Q: How has your role enabled you to advocate for I&amp;D at Itron? <br /> </strong><br /> A: My current role helps me emphasize Itron&rsquo;s global I&amp;D initiatives because recruiting is one of the core and initial steps toward creating workplace diversity, which reduces employee turnover, promotes higher innovation and creativity and provides a variety of benefits for planning and executing a business strategy.   <br /> <br /> We are able to implement an I&amp;D strategy, which defines all the goals, accountabilities, action items and success measures for attracting, engaging, assessing and recruiting diverse talent to drive business success. Our recruiting process is open to a wider audience of candidates with different kinds of experience who can bring fresh ideas to the table. By creating a diverse workforce, our teams are pushed to think outside their comfort zones and challenge new thoughts and ideas.  <br /> <br /> <strong>Q: How have you grown and evolved as a professional since beginning your career?  <br /> </strong><br /> A: I believe that once a recruiter, always a recruiter. We are the host and the facilitators of the right talent for the company. Throughout my experience as a recruiter and in the arena of talent acquisition, I have developed my relationship-building skills. I've found that an important part of attracting talent is to establish trust and meaningful connections. I am often a candidate's first impression of the company, so I need to make sure that our interactions are positive. It&rsquo;s very important to have the right mix of interpersonal, technical and marketing skills to succeed in attracting and retaining new talent. <br /> <br /> <strong>Q: What advice would you give other women who want to pursue a career in talent acquisition? <br /> </strong><br /> A: &ldquo;Embrace what you don&rsquo;t know, especially in the beginning, because what you don&rsquo;t know can become your greatest asset. It ensures that you will absolutely be doing things different from everybody else.&rdquo; &ndash; Sara Blakely <br /> <br /> Women&rsquo;s History Month has come to an end, but our appreciation at Itron continues. Thank you for following along with our blog series focused on spotlighting the strong, talented women of Itron who are driving innovation, inspiring their peers and creating a more resourceful world.]]>Leadership,Women in UtilitiesLeadership,Women in Utilities{2352EECF-B664-4596-8D60-DE3FCAD50AF8}https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-nichola-kendallShining a Spotlight on the Women of Itron: Nichola KendallAs we make our way through Women’s History Month, we are continuing to recognize trailblazing women at Itron.Thu, 23 Mar 2023 14:30:00 Z<![CDATA[Industry Insights]]><![CDATA[As we make our way through <a href="https://www.womenshistorymonth.gov/">Women&rsquo;s History Month</a>, we are continuing to recognize trailblazing women at Itron. These women work every day to advance key initiatives, achieve desired outcomes for internal and external stakeholders and further Itron&rsquo;s vision of creating a more resourceful world. <br /> <br /> Today, we are excited to spotlight senior manager of procurement operations, Nichola Kendall! An esteemed procurement professional, Nichola brings deep expertise across six different industries, has consulted for multiple Fortune 500 companies and was the procurement lead in multibillion dollar sales initiatives for companies like Apple, American Express and more. While she&rsquo;s achieved many impressive accomplishments throughout her career, her dedication to growth, leadership and collaboration are what we admire most about her. <br /> <br /> If you haven&rsquo;t already, make sure to check out our first two conversations as part of our Women&rsquo;s History Month Blog series with <a href="https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-amanda-dixon">Amanda Dixon</a> and <a href="https://www.itron.com/na/blog/industry-insights/shining-a-spotlight-on-the-women-of-itron-maureen-mol">Maureen Mol</a>. <br /> <br /> <strong>Q: What does your average workday look like?</strong> <br /> <br /> &ldquo;My workday typically involves addressing supplier escalations; attending cross-functional team meetings; leading organizational development and coaching discussions; contract reviews and approvals; preparing presentations; responding to stakeholders&rsquo; requests and issues. This list is not exhaustive. I am typically double or triple booked in meetings from 8:00 a.m. to 6:00 p.m. and often have to prioritize which meetings require my presence.&rdquo; <br /> <br /> <strong>Q: What made you want to pursue a role in procurement at Itron?</strong> <br /> <br /> &ldquo;The way that Itron regarded their employees was truly attractive to me. Across the globe, we have wonderful people that work here at Itron, from the CEO downwards. Being a black woman, who is an immigrant, can have inherent disadvantages. Some may see this as a liability, but Itron has been the ultimate meritocracy. Itron&rsquo;s embrace of diversity, equity and inclusion has allowed me to successfully navigate my career. Itron has also been an incubator of opportunities because they foster an environment for creativity and growth. This is another aspect of the company that attracted me to come onboard. Lastly, I get to collaborate with some of the smartest people at Itron.&rdquo; <br /> <br /> <strong>Q: Can you share about your role on the Inclusion and Diversity business council?</strong> <br /> <br /> &ldquo;Itron is one of 10 companies that are Premier Sponsors of the Southwest Minority Supplier Development Council. I am the Itron Procurement Representative on the Council. My primary purpose is to expose minority suppliers to opportunities at Itron. I also offer mentorship on topics such as navigating the procurement process and how to effectively respond to request for proposals (RFPs). My goal is to ensure we are being more inclusive of Minority Suppliers and taking a more active role in their development.&rdquo; <br /> <br /> <strong>Q: How have you grown and evolved as a professional since beginning your career?</strong> <br /> <br /> &ldquo;I have learned so much within my 20+ years in procurement. I have made many mistakes, but I have learned from those mistakes and that is the magic. Growth happens when you learn from mistakes. I don&rsquo;t focus on the symptoms; I focus on the root of the problem. When one addresses problems, one develops trust and partnerships with their stakeholders.&rdquo; <br /> <br /> <strong>Q: What advice would you give other women who want to pursue a career in procurement?</strong> <br /> <br /> &ldquo;Go for it! Procurement plays an essential role in increasing our company&rsquo;s profitability. We are responsible for ensuring that we remain competitive in an environment where costs continue to increase. We ensure our supply chain risks are mitigated by developing strong partnerships with the right suppliers. I believe women are strong, intelligent, compassionate, collaborative and critical thinkers. We need more WOMEN!&rdquo; <br /> <br /> Stay tuned for the final blog of the Women&rsquo;s History Month series next week!]]>Leadership,Women in UtilitiesLeadership,Women in Utilities{BEABC7B4-4B81-43FB-87AF-DFE374229AA9}https://www.itron.com/na/blog/industry-insights/world-water-day-2023World Water Day 2023: Conserving our World’s Most Precious ResourceClimate disruption is becoming more apparent with every passing day, but one impact in particular is hitting global communities the hardest: water.Wed, 22 Mar 2023 09:30:00 Z<![CDATA[Industry Insights]]><![CDATA[<p>Climate disruption is becoming more apparent with every passing day, but one impact in particular is hitting global communities the hardest: water. On <a href="https://www.worldwaterday.org/">World Water Day 2023</a>, we&rsquo;re taking a moment to reflect on this year&rsquo;s theme, &ldquo;Accelerating Change,&rdquo; and the critical role Itron plays in solving the water scarcity and sanitation crisis impacting utilities and communities across the globe. <br /> <br /> To better understand the magnitude of this issue, let&rsquo;s take a look at a few key facts: <br /> <br /> By 2023, an estimated <strong>three billion people across 48 countries</strong> will face water scarcity. <br /> <br /> Almost <strong>2/3 of the world&rsquo;s population</strong> experiences severe water scarcity during at least one month of the year. <br /> <br /> Global water demands are predicted to<strong> increase 40% by 2030</strong>, resulting in the displacement of nearly <strong>700 million people</strong>. <br /> <br /> More than <strong>1/3 of water globally</strong> is lost in the distribution system before reaching consumers. <br /> <br /> An approximate <strong>$39 billion per year</strong> is lost in non-revenue water globally. <br /> <br /> Furthermore, water scarcity and sanitation are increasing problems on every continent, and an integrated and inclusive approach must be taken to manage this finite resource. That&rsquo;s where Itron&rsquo;s smart devices and analytics solutions come into play. <br /> <br /> More than ever, utilities are challenged with managing their aging water distribution networks. Everything from reducing costs and implementing conservation programs to dealing with unbilled consumption, physical losses and new regulations &ndash; all of which impact the ability to effectively serve consumers. Although the factors driving the water crisis are complex and vary widely across countries and regions, we have the deep industry expertise to help cities and utilities better conserve and manage this precious, finite resource. <br /> <br /> In celebration of World Water Day 2023, we want to spotlight a few Itron customers who are paving the way for utilities everywhere by driving water conservation efforts forward with Itron solutions: <br /> <br /> <strong>North Miami Beach: Enabling Real-Time Data and Driving Water Conservation Efforts <br /> </strong> <br /> <a href="https://www.citynmb.com/">The City of North Miami Beach (NMB)</a> provides reliable, high-quality water and sewer collection to more than 175,000 residents while protecting and preserving the environment. For years, NMB Water staff were engaged in labor-intensive activities across the city&rsquo;s 25-square-mile service territory to complete manual meter readings and leak detection services. To address this, NMB deployed Itron&rsquo;s advanced metering infrastructure (AMI) solution equipped with leak sensor technology and cloud-based analytics with over 33,000 new electronic water meters and 10,000+ leak sensors. <br /> <br /> As a result, NMB now receives more accurate meter reads and the instantaneous creation of bills, allowing the utility to transition from a quarterly to a monthly billing system without needing to increase staff. In addition, NMB customers can view individual consumption data via a secure customer web portal, allowing them to easily view their usage to support conservation efforts or plan for upcoming bills. NMB representatives can also quickly pull up consumption data for individual customers and point out when and how much water was used to help identify any anomalies or unusual patterns that could point to a leak. To date, Itron&rsquo;s AMI platform has enabled NMB to save over 80 million gallons of water and $100,000 from repaired leaks. <a href="https://www.itron.com/na/blog/industry-insights/where-are-they-now-city-of-north-miami-beach">Learn more</a> about what lies ahead for the City of North Miami Beach as the utility looks to continue improving the delivery of services and expanding conservation efforts.</p> <p style="text-align: center;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW117700873 BCX8" role="presentation" style="background-color: #ffffff; height: 297px; width: 443px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><img alt="" class="WACImage SCXW117700873 BCX8" unselectable="on" 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" style="height: 291px; width: 437px; margin: 0px; padding: 0px; border: none;" /></span></p> <p style="text-align: left;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW117700873 BCX8" role="presentation" style="background-color: #ffffff; height: 297px; width: 443px; margin: 0px; padding: 0px; text-align: center; color: #000000;"></span><strong>Provo Water: Recovering from Hurricane Irma and Reducing Non-Revenue Water</strong> <br /> <br /> <a href="https://provowater.com/">Provo Water Company</a>, a utility company in the Turks &amp; Caicos Islands, provides their service territory with a safe and secure supply of drinking water. After Hurricane Irma struck in September 2017, Provo Water used Itron&rsquo;s AMI solution to more quickly recover water service. After the hurricane, the utility lost nearly three million gallons of water and all access to water cut off to the surrounding community&rsquo;s schools, homes and airports. With Itron&rsquo;s AMI solution in place, Provo Water was able to detect the leaks, restore full services and re-pressurize the network. In less than four days after Hurricane Irma, the entire water system was re-pressurized and all customers were online. Provo Water experienced firsthand the benefits of Itron&rsquo;s smart water solutions with improved operational visibility and efficiency as well as real-time insights after enduring one of North America&rsquo;s worst hurricanes in the last 50 years. Watch Itron&rsquo;s segment produced by BBC StoryWorks for the International Water Association, <em><a href="https://www.youtube.com/watch?v=aznwwuCPCYU">After the Storm</a></em>, to hear more about the story of Provo Water&rsquo;s recovery after Hurricane Irma.</p> <p style="text-align: center;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW197437620 BCX8" role="presentation" style="background-color: #ffffff; height: 264px; width: 450px; margin: 0px; padding: 0px; text-align: center; color: #000000;"><img alt="" class="WACImage SCXW197437620 BCX8" unselectable="on" 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" style="height: 258px; width: 444px; margin: 0px; padding: 0px; border: none;" /></span></p> <p style="text-align: left;">On behalf of the entire Itron team, we would like to extend a thank you to all of our customers, colleagues and partners who work tirelessly to conserve our world&rsquo;s most precious resource. Together, we are creating better-connected communities and restoring the vitality of our planet. <br /> <br /> Happy <strong>World Water Day </strong>from your friends at Itron! </p>]]>Resourcefulness,Sustainability,Utilities,Customer SuccessResourcefulness,Sustainability,Utilities,Customer Success