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class="ges-custom-container breadcrumb"> <li class="breadcrumb-item breadcrumb-item--hidden "> <a href="/software/">Home</a> </li> <li class="breadcrumb-item breadcrumb-item--show-inline"> <span>Industry</span> </li> <li class="breadcrumb-item breadcrumb-item--hidden "> <span>Chemical Software</span> </li> </ol> </nav> </nav> </header>  <main class="ges-main-page-section" id="main-content" role="main"> <section class="ge-content" > <div class="body-container"> <div> <div class="col-12"> <article data-history-node-id="1909" class="node node--promoted industries industries--full"> <div class="field field--name-body field--type-text-with-summary field--label-hidden field__item"> <section class="wp-block-ges-industry-hero-banner" id><div class="hero-media-container hero-media-img show-gradient" style="background-color:transparent"><picture class="bg-hero-img"><img data-entity-type="file" data-entity-uuid="1bfc8a79-0652-4793-a127-b20894040c60" data-image-style="original" alt="Chemical Software" class="lazyload" data-src="/software/sites/default/files/2024-10/ges-chemicals-industry-hero-banner-1600x483.webp"></picture><div class="hero-visual-card-container container-custom"><div class="content-block row"><div class="col-12 col-lg-6"><h4 class="main-title text-white mb-1">Drive Operational Excellence</h4><div class="hero-title-col ges-tooltip"><h1 class="hero-title text-white mb-0 sons" data-tooltip="true">Chemical Software</h1></div></div><div class="col-12 col-lg-6 event-col"><div class="event-card"><div class="event-card-header"><div class="body-medium-1 text-white event-card-info">Ensuring safety, efficiency, and optimal production is vital across the chemical industry. Complex processes involving hazardous materials demand that key assets, such as reactors, pumps, and pipelines, operate at peak performance to maintain safety and productivity.</div></div><div class="event-card-content"><div class="ge-btn button-primary button-icon btn-arrow-right-icon analytics-click"><a href="https://www.gevernova.com/software/blog/safety-instrumented-systems-sis-management-assess-manage-and-proof-test-instrumentation-your">See Industry Insights</a></div></div></div></div></div></div></div></section> <div class="wp-block-ges-tab light" id><div class="ges-tab-wrapper"><div class="ges-custom-container col-sm-12 d-flex"><div class="headings d-flex align-items-center mx-0"><h4 class="ges-tab-title">Chemicals</h4></div><div class="main-tab-wrapper d-flex mx-0"> <div class="wp-block-ges-tabchild" id><a class="ges-tab-link">Overview</a><div class="tab-content-container"> <div class="wp-block-ges-overview-paragraph" id><div class="container-custom ges-overview"><div class="row mx-0"><div class="col-12 col-lg-4 col-xl-4 ges-grid-tab-full"><h2 class="ges-overview-title">Software for the chemical industry is evolving quickly to help companies address where current technology is falling short.</h2></div><div class="col-12 col-lg-7 col-xl-6 ges-grid-tab-full"> <div class="wp-block-ges-list-items"><ol class="ges-overview-para"><li><strong>Predictive Maintenance and Reduced Downtime</strong><br>Avoiding unexpected breakdowns and maintaining continuous operations is paramount for safety, production and minimizing costs. Leveraging predictive analytics to monitor asset health and predict equipment failures before they occur helps ensure equipment like distillation columns, heat exchangers, and reactors are maintained before failure occurs.</li><li><strong>Enhanced Operational Efficiency and Productivity</strong><br>The precise control of production parameters is critical to achieving high-quality, consistent products. APM can optimize process conditions by analyzing asset data and identifying inefficiencies in equipment such as mixers, reactors, and dryers. This leads to more consistent product quality and reduced waste.</li><li><strong>Improved Safety and Compliance</strong><br>The chemical industry is heavily regulated due to the hazardous nature of the materials involved. Ensuring safety and compliance reduced the risk of accidents and regulatory fines, protecting both workers and the environment. Software helps in monitoring safety-critical assets and ensuring compliance with industry regulations. APM helps companies ensure compliance with regulatory standards such as OSHA, EPA, and REACH by tracking asset performance, maintenance activities, and inspections. This helps maintain safe operations and avoids costly fines or shutdowns.</li></ol></div> <div class="wp-block-ges-button"><div class="ge-btn button-primary analytics-click"><a href="https://www.gevernova.com/software/blog/risk-resilience-ge-vernovas-software-business-transforms-mechanical-integrity">From Risk to Resilience</a></div></div> </div></div></div></div> <section class="wp-block-ges-scroll-card" id="geVideoCarousel"><div class="container-custom"><div class="row mx-0"><div class="col-12 col-lg-12 col-xl-12 ges-grid-tab section-container"><h4 class="section-title"></h4></div><div class="client-logos"><div class="slider-container"><div class="slide-track"> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/sipchem-industry.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/sipchem-industry.webp"></picture></div></div></section> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-tasnee.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-tasnee.webp"></picture></div></div></section> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-petronas.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-petronas.webp"></picture></div></div></section> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-chevron.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-chevron.webp"></picture></div></div></section> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-bayer.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-bayer.webp"></picture></div></div></section> <section id="gesScrollCard" class="wp-block-ges-scroll-image-card"><div class="scroll-image-container"><div class="slide" style="background-image:url(/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-eastman.png)"><picture><img alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-scroll-card-eastman.webp"></picture></div></div></section> </div></div></div></div></div></section> <section id="featureStatisticsImage" class="wp-block-vernova-feature-statistics-image"><div class="stats-content-wrapper"><div class="container-custom"><div class="img-stat-wrapper"><div class="img-wrapper"><img data-entity-type="file" data-entity-uuid="d4804379-b1d4-4cdc-bc5d-d2ddd87a5dcc" data-image-style="original" alt="GE Vernova" class="lazyload" data-src="/software/sites/default/files/2024-10/ges-chemicals-industry-feature-statistics-image-1440x1180_0.png"><div class="overlay-opacity" style="opacity:0.25"></div></div><div class="stats-card"><div class="heading-wrapper"><h2 class="HedaingTitle">90%</h2><p>top 20 global chemical companies have public commitments to reach net-zero emissions, near-zero emissions, or carbon neutrality by 2050 (McKinsey)</p></div><div class="stat-container"><div class="stat-row-1"><div class="col-4 col-lg-3 stat-value"><h3 class="statval">70%</h3></div><div class="col-8 col-lg-9 stat-description"><p>production volume rise is predicted from 2020 levels by 2050 driven by the energy transition</p></div></div><div class="stat-row-2"><div class="col-4 col-lg-3 stat-value"><h3 class="statval">$540</h3></div><div class="col-8 col-lg-9 stat-description"><p>$540M is cost to society each year from accidental releases from regulated facilities (EPA)</p></div></div></div></div></div></div></div></section> <div class="wp-block-ges-static-card" id><div class="container-custom sa-related-products-section container-custom"><div class="row mx-0 px-0"><div class="col-12 col-lg-12 col-xl-12 px-0 ges-grid-tab"><h4 class="sa-related-products-section-title">Chemical software for maximum impact</h4><div class="ges-products-container"> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="2e8b8d6a-4740-4063-a6d0-2943bf640f11" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-11/increased-equipment-uptime.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Increased Equipment Uptime</h5><p>By predicting and preventing failures, APM reduces unplanned downtime, which is costly in a sector where production runs 24/7.</p></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="3fb906b4-3e10-4065-9b90-01cbc1166a30" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-11/improved-safety.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Improved Safety</h5><p>APM helps detect potential safety risks early, ensuring that hazardous conditions are addressed before they become serious.</p></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="325a42d8-4edb-4d9e-a5da-050ae5d8cbf4" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-11/cost-savings.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Cost Savings</h5><p>Optimized maintenance schedules and real-time insights reduce the overall cost of repairs, parts, and downtime.</p></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="159fbf62-7f31-4eba-98ad-9c9bd7b83000" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-11/enhanced-product-quality.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Enhanced Product Quality</h5><p>APM ensures that equipment is operating within optimal conditions, which is critical for maintaining the quality of specialty chemical products.</p></div></div></div> </div></div></div></div></div> <section id="id" class="wp-block-vernova-feature-primary" style="background-color:#0d1623;background-image:url('/software/sites/default/files/2024-10/gev-chemicals-industry-feature-primary-1600x682.png');color:white"><div class="container-custom"><div class="hero-container container-fluid"><div class="row"><div class="hero-container-row col d-flex align-items-center"><div class="row"><div class="content-stack col col-lg-9 col-md-9 mx-0 px-0"><h3 class="mx-0 px-0 heading-text">SIPCHEM Enhances inspection efficiency by 31.5%</h3><p class="description-text">SIPCHEM used GE Vernova’s APM Integrity software to optimize inspection efficiency, reducing inspection tasks by 31.5%. This upgrade included risk-based inspection, inspection management, and thickness monitoring, leading to better decision-making and operational excellence.</p><button class="ge-btn button-primary button-icon btn-arrow-right-icon"><a href="https://www.gevernova.com/software/customer-stories/sipchem-uses-asset-performance-management-integrity-optimize-inspection-efficiency">Learn more</a></button></div></div></div></div></div></div></section> <div style="height:60px" aria-hidden="true" class="wp-block-spacer"></div> <div class="wp-block-ges-divider-action" id><div class="ges-devider-action-wrapper"><div class="ges-custom-container col-sm-12 d-flex align-items-center"><div class="d-flex align-items-center hor-line"></div><div class="link-btn-wrapper"><div class="ge-links button-tertiary link-text-wrapper"><h6 class="link-btn-text analytics-click"><a href="javascript:void(0)" data-redirect="Customer Stories" class="ges-devider-action-title tab-link-redirect">View All Customer Stories</a></h6><span class="bottom-border"></span></div></div></div></div></div> <section class="wp-block-ges-two-column-card"><div class="ges-custom-container"><div class="row mx-0 px-0 column-card-main-container"><div class="col-sm-12 mx-0 px-0"><h4 class="ges-two-column-card-title">Analyst Reports </h4><div class="d-flex flex-wrap column-card-container"> <section class="wp-block-ges-two-column-card-content w-50"><div class="mx-0 px-0 d-flex column-card-wrapper"><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-4 col-xxl-4 column-card-img-wrapper"><picture><img loading="lazy" alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-image-grid-with-card-forrester-458x650.webp"></picture></div><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-8 col-xxl-8 column-card-text-wrapper"><div class="desc-heading"><h5 class="card-content-title" data-tooltip="true">Forrester </h5></div><div class="desc-content"><p class="card-content-description">Total Economic Impact of GE Vernova’s Asset Performance Mangement for Oil and Gas </p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click card-content-link"><a href="https://www.gevernova.com/software/resources/report/forrester-total-economic-impact-oil-gas">Download Now</a></h6><span class="bottom-border"></span></div></div></div></div></section> <section class="wp-block-ges-two-column-card-content w-50"><div class="mx-0 px-0 d-flex column-card-wrapper"><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-4 col-xxl-4 column-card-img-wrapper"><picture><img loading="lazy" alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-image-grid-with-card-verdantix-458x650.webp"></picture></div><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-8 col-xxl-8 column-card-text-wrapper"><div class="desc-heading"><h5 class="card-content-title" data-tooltip="true">Verdantix </h5></div><div class="desc-content"><p class="card-content-description">GE Vernova among the top vendors in its Green Quadrant Asset Performance Mangement Solutions 2024 Report</p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click card-content-link"><a href="https://www.gevernova.com/software/resources/report/verdantix-2024-apm-green-quadrant">Explore Now</a></h6><span class="bottom-border"></span></div></div></div></div></section> </div><div class="column-card-load-more-wrapper analytics-click"><button class="ge-btn button-secondary ges-load-more-btn">Load More</button></div><div class="column-card-end-result-wrapper"><div class="hor-line"></div><span class="end-result-content">End of Result</span></div></div></div></div></section> <div class="wp-block-ges-static-card" id><div class="container-custom sa-related-products-section container-custom"><div class="row mx-0 px-0"><div class="col-12 col-lg-12 col-xl-12 px-0 ges-grid-tab"><h4 class="sa-related-products-section-title">Featured Resources</h4><div class="ges-products-container"> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="62dd62de-c681-4c55-9b4c-d6f1129bce20" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-static-card-sis-336x224.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Safety Instrumented Systems (SIS)</h5><p>Proper SIS management can mitigate risk, prevent accidents, and ensure compliance with safety standards by leveraging real-time monitoring and data-driven insights.</p><div class="sa-articles-button "><div class="ge-links button-tertiary link-icon btn-arrow-right-icon "><h6 class="link-btn-text analytics-click"><a class="ges-static-blox-link"><a href="https://www.gevernova.com/software/blog/safety-instrumented-systems-sis-management-assess-manage-and-proof-test-instrumentation-your">Read more</a></a></h6><span class="bottom-border"></span></div></div></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="6f3f1307-787b-463e-8201-8af83d4ad8af" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-static-card-power-of-ai-336x224.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Power of AI and APM</h5><p>Explore technology developments, such as predictive analytics and artificial intelligence (AI), that will help define the next era of asset</p><div class="sa-articles-button "><div class="ge-links button-tertiary link-icon btn-arrow-right-icon "><h6 class="link-btn-text analytics-click"><a class="ges-static-blox-link"><a href="https://www.gevernova.com/software/resources/webinar/accelerate-2024-future-ready-apm">Read more</a></a></h6><span class="bottom-border"></span></div></div></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="3eb260f7-f335-4c8c-a07d-2bc598f6e72d" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-static-card-reduce-emissions-336x224.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Demo Asset Performance Management (APM)</h5><p>Experience firsthand APM with self-paced online demos. Learn how you can empower your teams to balance reduce risk, enhance reliability, profitability & sustainability.</p><div class="sa-articles-button "><div class="ge-links button-tertiary link-icon btn-arrow-right-icon "><h6 class="link-btn-text analytics-click"><a class="ges-static-blox-link"><a href="https://www.ge.com/digital/sd/apm-demo-hub/">Read more</a></a></h6><span class="bottom-border"></span></div></div></div></div></div> <div class="wp-block-ges-static-card-item" staticcard-instance-id="1"><div class="sa-related-product"><div class="sa-article-img"><picture><img loading="lazy" data-entity-type="file" data-entity-uuid="9c725e5d-93fb-4d9a-9aad-1a392f5e96d8" data-image-style="original" class="image lazyload" data-src="/software/sites/default/files/2024-10/gev-mining-and-metals-industry-static-card-demo-apm-336x224.webp"></picture></div><div class="sa-article-text"><h5 class="ges-card-item-title" data-tooltip="true">Reduce and Management Emissions</h5><p>Xcel Energy is piloting GE Vernova’s CERius™ software at 3 facilities to boost emissions visibility, data accuracy, and support net-zero goals. Discover critical criteria and how CERius aids energy and industrial firms in reporting and abatement planning.</p><div class="sa-articles-button "><div class="ge-links button-tertiary link-icon btn-arrow-right-icon "><h6 class="link-btn-text analytics-click"><a class="ges-static-blox-link"><a href="https://www.ge.com/digital/blog/xcel-energy-explores-ge-vernovas-emissions-management-software-path-net-zero">Read more</a></a></h6><span class="bottom-border"></span></div></div></div></div></div> </div></div></div></div></div> <div style="height:30px" aria-hidden="true" class="wp-block-spacer"></div> <div class="wp-block-ges-divider-action" id><div class="ges-devider-action-wrapper"><div class="ges-custom-container col-sm-12 d-flex align-items-center"><div class="d-flex align-items-center hor-line"></div><div class="link-btn-wrapper"><div class="ge-links button-tertiary link-text-wrapper"><h6 class="link-btn-text analytics-click"><a href="javascript:void(0)" data-redirect="Resources" class="ges-devider-action-title tab-link-redirect">View All Resources</a></h6><span class="bottom-border"></span></div></div></div></div></div> <div style="height:30px" aria-hidden="true" class="wp-block-spacer"></div> <section class="wp-block-ges-two-column-card"><div class="ges-custom-container"><div class="row mx-0 px-0 column-card-main-container"><div class="col-sm-12 mx-0 px-0"><h4 class="ges-two-column-card-title"> Featured Products  </h4><div class="d-flex flex-wrap column-card-container"> <section class="wp-block-ges-two-column-card-content w-50"><div class="mx-0 px-0 d-flex column-card-wrapper"><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-4 col-xxl-4 column-card-img-wrapper"><picture><img loading="lazy" alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-image-grid-with-card-demo-458x650_0.webp"></picture></div><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-8 col-xxl-8 column-card-text-wrapper"><div class="desc-heading"><h5 class="card-content-title" data-tooltip="true">Asset Performance Management (APM) Solutions </h5></div><div class="desc-content"><p class="card-content-description">A solution suite for optimizing industrial assets, featuring AI/ML, digital twins, and advanced analytics for predictive maintenance and performance monitoring. </p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click card-content-link"><a href="https://www.gevernova.com/software/product-demos/apm-demo-hub/">Learn More</a></h6><span class="bottom-border"></span></div></div></div></div></section> <section class="wp-block-ges-two-column-card-content w-50"><div class="mx-0 px-0 d-flex column-card-wrapper"><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-4 col-xxl-4 column-card-img-wrapper"><picture><img loading="lazy" alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-image-grid-with-card-proficy-458x650_0.webp"></picture></div><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-8 col-xxl-8 column-card-text-wrapper"><div class="desc-heading"><h5 class="card-content-title" data-tooltip="true">Proficy Solutions </h5></div><div class="desc-content"><p class="card-content-description">Industrial software solution for HMI/SCADA, MES, and analytics, enhancing operational efficiency, sustainability, and productivity with AI-based insights. </p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click card-content-link"><a href="https://www.gevernova.com/software/products/proficy">Learn More</a></h6><span class="bottom-border"></span></div></div></div></div></section> <section class="wp-block-ges-two-column-card-content w-50"><div class="mx-0 px-0 d-flex column-card-wrapper"><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-4 col-xxl-4 column-card-img-wrapper"><picture><img loading="lazy" alt="card-image" class="card-image lazyload" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-image-grid-with-card-cerius-458x650_0.webp"></picture></div><div class="col-12 col-sm-6 col-md-6 col-lg-6 col-xl-8 col-xxl-8 column-card-text-wrapper"><div class="desc-heading"><h5 class="card-content-title" data-tooltip="true">CERius Carbon Emission Management </h5></div><div class="desc-content"><p class="card-content-description">Precise carbon emission management powered by AI to help energy companies measure, manage and reduce emissions with advanced analytics. </p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click card-content-link"><a href="https://www.gevernova.com/software/products/emissions-management-software">Learn More</a></h6><span class="bottom-border"></span></div></div></div></div></section> </div><div class="column-card-load-more-wrapper analytics-click"><button class="ge-btn button-secondary ges-load-more-btn">Load More</button></div><div class="column-card-end-result-wrapper"><div class="hor-line"></div><span class="end-result-content">End of Result</span></div></div></div></div></section> <div style="height:30px" aria-hidden="true" class="wp-block-spacer"></div> <div class="wp-block-ges-divider-action" id><div class="ges-devider-action-wrapper"><div class="ges-custom-container col-sm-12 d-flex align-items-center"><div class="d-flex align-items-center hor-line"></div><div class="link-btn-wrapper"><div class="ge-links button-tertiary link-text-wrapper"><h6 class="link-btn-text analytics-click"><a href="javascript:void(0)" data-redirect="Products" class="ges-devider-action-title tab-link-redirect">View All Products</a></h6><span class="bottom-border"></span></div></div></div></div></div> <div style="height:30px" aria-hidden="true" class="wp-block-spacer"></div> </div><div class="no-content-ind-v-wrapper"></div></div> <div class="wp-block-ges-tabchild" id><a class="ges-tab-link">Products</a><div class="tab-content-container"> <section class="wp-block-ges-feature-product w-100"><div class="container-custom"><div class="row gx-0"><div class="col-12"><h4 class="card-section-title">Featured Product</h4></div></div><div class="d-flex column-card-wrapper"><div class="row left-class"><div class="col-sm-12 col-md-12 col-lg-6 column-card-img-wrapper"><picture><img alt="card-image" class="card-image lazyload" loading="lazy" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-feature-product-smartsignal-700x400.webp"></picture></div><div class="column-card-text-wrapper order-md-1 order-lg-0 col-sm-12 col-md-9 col-lg-6"><div class="image-text-wrapper"><div class="text-content "><div class="desc-heading "><h4 class="card-content-title" data-tooltip="true">Moving from reactive to predictive maintenance<br></h4></div><div class="desc-sub-heading "><h4 class="card-sub-content-title" data-tooltip="true">GE Vernova APM SmartSignal</h4></div><div class="desc-content "><p class="card-content-description">Prevent equipment downtime by detecting, diagnosing, and forecasting emerging failures. Smart Signal uses Digital Twin blueprints and AI/ML analysis to provide early warnings, diagnostic insights, and time-to-action forecasts, enhancing asset reliability.</p></div><div class="desc-link"><div class="ge-links button-tertiary link-icon btn-arrow-right-icon"><div class="link-btn-text analytics-click"><h6 class="card-content-link"><a href="https://www.ge.com/digital/sd/apm-demo-hub/">Explore Now</a></h6></div><span class="bottom-border"></span></div></div></div></div></div><div class="col-sm-12 col-md-3 col-lg-2 column-card-img-wrapper-logo order-md-0 order-lg-1 d-none d-sm-block empty-image"><div class="image-content"><picture><img alt="card-image" class="card-image-logo lazyload" loading="lazy" 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"></picture></div></div></div></div></div></section> <div class="wp-block-ges-gesdynamiccards" id="3423426t" data-display-cards="3" data-content-type="product,product_category" data-tags-type="Industry | 161" data-customer-type="no"><div class="container-custom"><h4 class="dynamic-cards-title">Products</h4></div></div> </div><div class="no-content-ind-v-wrapper"></div></div> <div class="wp-block-ges-tabchild" id><a class="ges-tab-link">Resources</a><div class="tab-content-container"> <div class="wp-block-ges-gesrelatedcards" id="3432347t" data-asset-type="Report,eBook,Brochure,Certificate,Customer Story,Datasheet,Legal Document,Infographic,Manual,Reprint,Whitepaper" data-tags-type="Industries | 161" data-customer-type="no"><div class="container-custom"><h4 class="related-cards-title"></h4></div></div> <div class="wp-block-ges-gesdynamiccards" id="5454567" data-display-cards="3" data-content-type="blog" data-tags-type="Industry | 161" data-customer-type="no"><div class="container-custom"><h4 class="dynamic-cards-title">Blogs</h4></div></div> <div class="wp-block-ges-gesdynamiccards" id="4546257" data-display-cards="4" data-content-type="video" data-tags-type="Industry | 161" data-customer-type="no"><div class="container-custom"><h4 class="dynamic-cards-title">Videos</h4></div></div> </div><div class="no-content-ind-v-wrapper"></div></div> <div class="wp-block-ges-tabchild" id><a class="ges-tab-link">Customer Stories</a><div class="tab-content-container"> <section class="wp-block-ges-feature-product w-100"><div class="container-custom"><div class="row gx-0"><div class="col-12"><h4 class="card-section-title">Featured Customer Story</h4></div></div><div class="d-flex column-card-wrapper"><div class="row left-class"><div class="col-sm-12 col-md-12 col-lg-6 column-card-img-wrapper"><picture><img alt="card-image" class="card-image lazyload" loading="lazy" data-src="/software/sites/default/files/2024-10/gev-chemicals-industry-feature-product-tasnee-700x400.webp"></picture></div><div class="column-card-text-wrapper order-md-1 order-lg-0 col-sm-12 col-md-9 col-lg-6"><div class="image-text-wrapper"><div class="text-content "><div class="desc-heading"><h4 class="card-content-title" data-tooltip="true">Technology to achieve operational excellence</h4></div><div class="desc-sub-heading"><h4 class="card-sub-content-title" data-tooltip="true"> </h4></div><div class="desc-content"><p class="card-content-description">TASNEE implemented GE Vernova's Asset Performance Management (APM) to monitor real-time conditions of critical assets. The software empowers technical engineers to confirm machine required behavior as well as segregate the abnormality due to non-controllable circumstances such as aging or ear out under the current load. Additionally, the solution help to locate the real root cause of abnormality enhancing productivity, operational efficiency and reducing risks</p></div><div class="desc-link"><div class="ge-links button-tertiary-light link-icon btn-arrow-right-icon"><h6 class="link-btn-text analytics-click"><a class="card-content-link">View All Products</a></h6><span class="bottom-border"></span></div></div></div></div></div><div class="col-sm-12 col-md-3 col-lg-2 column-card-img-wrapper-logo order-md-0 order-lg-1 d-none d-sm-block empty-image"><div class="image-content"><picture><img alt="card-image" class="card-image-logo lazyload" loading="lazy" 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"></picture></div></div></div></div></div></section> 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