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	<title>ENERGY EFFICIENCY archivos - T21</title>
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	<title>ENERGY EFFICIENCY archivos - T21</title>
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		<title>Scania Mexico presents its new Super chassis for buses</title>
		<link>https://t21.us/scania-mexico-presents-its-new-super-chassis-for-buses/</link>
		
		<dc:creator><![CDATA[T21 Media]]></dc:creator>
		<pubDate>Thu, 05 Mar 2026 21:03:42 +0000</pubDate>
				<category><![CDATA[Land]]></category>
		<category><![CDATA[Buses]]></category>
		<category><![CDATA[ENERGY EFFICIENCY]]></category>
		<category><![CDATA[EXPO FORUM MOBILITY]]></category>
		<category><![CDATA[PASSEGNGER TRANSPORT]]></category>
		<category><![CDATA[Scania]]></category>
		<category><![CDATA[Scania México]]></category>
		<category><![CDATA[SUPER CHASSIS]]></category>
		<guid isPermaLink="false">https://t21.us/?p=634114</guid>

					<description><![CDATA[<p>The search for greater operational efficiency and lower emissions in passenger transport motivated Scania Mexico to present its new Super chassis , a platform designed to increase energy performance, safety and profitability of bus fleets. The launch took place during Expo Foro Movilidad 2026 , where the firm highlighted that the new development is part of its strategy to move towards [&#8230;]</p>
<p>El cargo <a href="https://t21.us/scania-mexico-presents-its-new-super-chassis-for-buses/">Scania Mexico presents its new Super chassis for buses</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="https://t21.com.mx/wp-content/uploads/2026/03/Scania-titulo.jpg" /></p>
<p><span dir="auto">The search for greater operational efficiency and lower emissions in passenger transport motivated </span><strong><a href="https://www.scania.com/mx/es/home.html"><span dir="auto">Scania Mexico</span></a> </strong><span dir="auto">to present its new </span><strong><span dir="auto">Super chassis</span></strong><span dir="auto"> , a platform designed to increase energy performance, safety and profitability of bus fleets.</span></p>
<p><span dir="auto">The launch took place during </span><strong><span dir="auto">Expo Foro Movilidad 2026</span></strong><span dir="auto"> , where the firm highlighted that the new development is part of its strategy to move towards a more sustainable transportation system.</span></p>
<p><span dir="auto">Alejandro Mondragón, president and CEO of Scania Mexico, explained that sustainability in transportation should not be understood as an additional cost for companies, but as a direct improvement in operational efficiency.</span></p>
<blockquote><p><span dir="auto">“Every percentage point of fuel efficiency improvement we make automatically impacts operating economy and emissions reduction,” he said during the presentation of the new model.</span></p></blockquote>
<p><span dir="auto">The executive emphasized Mexico&#8217;s importance to the company within its global bus business. According to Mondragón, the country has become </span><strong><span dir="auto">Scania&#8217;s most important market worldwide for long-distance buses</span></strong><span dir="auto"> , a result of the sector&#8217;s growth and the work carried out in recent years.</span></p>
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<p><span dir="auto">The brand&#8217;s history in the passenger segment in Mexico, he explained, has been built on operational and service innovations. Among these, he mentioned the </span><strong><span dir="auto">Customer Workshop Services (CWS)</span></strong><span dir="auto"> model , which operates workshops located within customer facilities and was introduced in 2009, now totaling </span><strong><span dir="auto">more than 40 centers in the passenger segment</span></strong><span dir="auto"> .</span></p>
<p><span dir="auto">In that context, the new Super chassis is presented as the next technological evolution of the brand.</span></p>
<p><span dir="auto">During the launch, Néstor Lara, director of Buses at Scania Mexico, explained that the new chassis offers </span><strong><span dir="auto">8% more fuel efficiency compared to the Nuvak chassis</span></strong><span dir="auto"> , an improvement that, he noted, becomes significant when translated into liters consumed and operating costs for transport companies.</span></p>
<p><span dir="auto">In addition to energy efficiency, the model incorporates safety improvements through an </span><strong><span dir="auto">optimized ADAS (Advanced Driver Assistance Systems)</span></strong><span dir="auto"> , which seeks to increase protection for both operators and passengers.</span></p>
<p><span dir="auto">Another of the announced improvements is the durability of the powertrain —comprising the engine, gearbox and differential— which now offers </span><strong><span dir="auto">25% more useful life compared to the previous chassis</span></strong><span dir="auto"> .</span></p>
<blockquote><p><span dir="auto">In environmental terms, the new development also aims to reduce the impact of transportation. According to the company, the Super chassis allows for a 9% reduction in <strong>CO₂ </strong></span><strong><span dir="auto">emissions </span></strong><span dir="auto"><strong>compared to the previous model , while maintaining </strong><strong>Euro 6</strong> emissions technology .</span></p></blockquote>
<p><span dir="auto">The model maintains a modular architecture that facilitates fleet operations. Scania indicated that the new chassis retains </span><strong><span dir="auto">90% component compatibility</span></strong><span dir="auto"> with other products from the brand, which facilitates spare parts availability and maintenance tasks.</span></p>
<p><span dir="auto">For the company, this combination of energy efficiency, greater durability and operational compatibility seeks to strengthen the profitability of passenger transport companies.</span></p>
<p><span dir="auto">With the launch of the Super chassis, Scania seeks to consolidate its presence in the Mexican bus market, a segment in which the firm has strengthened its participation in recent years through technological innovation, service development and expansion of its support network.</span></p>
<p><span dir="auto">Comment and follow us on LinkedIn:  </span><a href="https://www.linkedin.com/in/greily-karina-quintero-quintero-7b79a5121/"><span dir="auto">@Karina Quintero</span></a><span dir="auto">  /  </span><a id="menurj3" class="fui-Link ___1q1shib f2hkw1w f3rmtva f1ewtqcl fyind8e f1k6fduh f1w7gpdv fk6fouc fjoy568 figsok6 f1s184ao f1mk8lai fnbmjn9 f1o700av f13mvf36 f1cmlufx f9n3di6 f1ids18y f1tx3yz7 f1deo86v f1eh06m1 f1iescvh fhgqx19 f1olyrje f1p93eir f1nev41a f1h8hb77 f1lqvz6u f10aw75t fsle3fq f17ae5zn" title="https://www.linkedin.com/company/t21-grupo-comunicai-ny-medios/" href="https://www.linkedin.com/company/t21-grupo-comunicai-n-y-medios/" target="_blank" rel="noreferrer noopener" aria-label="Link @GrupoT21"><span dir="auto">@GrupoT21</span></a></p>
<p>El cargo <a href="https://t21.us/scania-mexico-presents-its-new-super-chassis-for-buses/">Scania Mexico presents its new Super chassis for buses</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
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		<title>Tecnológico de Monterrey strengthens connections between academia and the automotive industry</title>
		<link>https://t21.us/tecnologico-de-monterrey-strengthens-connections-between-academia-and-the-automotive-industry/</link>
		
		<dc:creator><![CDATA[T21 Media]]></dc:creator>
		<pubDate>Mon, 27 Oct 2025 22:54:20 +0000</pubDate>
				<category><![CDATA[Automotive]]></category>
		<category><![CDATA[ESG]]></category>
		<category><![CDATA[automotive industry]]></category>
		<category><![CDATA[COMPREHENSIVE INNOVATION]]></category>
		<category><![CDATA[ENERGY EFFICIENCY]]></category>
		<category><![CDATA[INNOVATION CENTER]]></category>
		<category><![CDATA[MONTERREY INSTITUTE OF TECHNOLOGY]]></category>
		<category><![CDATA[SUSTAINABILITY]]></category>
		<category><![CDATA[TEC RACING]]></category>
		<guid isPermaLink="false">https://t21.us/?p=631384</guid>

					<description><![CDATA[<p>The Monterrey Institute of Technology , State of Mexico campus, has launched a new automotive laboratory that marks a decisive step in its commitment to training engineers capable of facing the technological and environmental challenges of the automotive industry of the future, where the roar of an engine is not just noise: it is knowledge in motion . According to Diego Ernesto [&#8230;]</p>
<p>El cargo <a href="https://t21.us/tecnologico-de-monterrey-strengthens-connections-between-academia-and-the-automotive-industry/">Tecnológico de Monterrey strengthens connections between academia and the automotive industry</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="https://t21.com.mx/wp-content/uploads/2025/10/IMG_9647.jpeg" /></p>
<p><span dir="auto">The </span><a href="https://tec.mx/es?srsltid=AfmBOor4kiaBL_hSIGvTwOnI-LHsXczKodiTrllL5QE5Blkn2GK6ggaK"><span dir="auto">Monterrey Institute of Technology</span></a><span dir="auto"> , State of Mexico campus, has launched a </span><strong><span dir="auto">new </span></strong><strong><span dir="auto">automotive laboratory</span></strong><span dir="auto"> that marks a decisive step in its commitment to training engineers capable of facing the technological and environmental challenges of the automotive industry of the future, where the roar of an engine is not just noise: it is </span><strong><span dir="auto">knowledge in motion</span></strong><span dir="auto"> .</span></p>
<p class="p1"><span class="s1"><span dir="auto">According to </span></span><span class="s2"><span dir="auto">Diego Ernesto Contreras Domínguez </span></span><span class="s1"><span dir="auto">, director of the PhD program in Engineering Sciences at the campus, this space seeks not only to strengthen students&#8217; technical skills, but also to promote applied research in strategic areas such as </span></span><strong><span class="s2"><span dir="auto">vehicle electrification, energy efficiency, and the reduction of polluting emissions</span></span></strong><span class="s1"><span dir="auto"> .</span></span></p>
<blockquote>
<p class="p1"><span class="s1"><span dir="auto">&#8220;The laboratory is designed so that students can measure and analyze the performance of both internal combustion and electric engines using advanced instrumentation technology. This allows us to model their behavior, study thermal efficiency, and develop innovative proposals for the industry,&#8221;</span></span><span dir="auto"> Contreras explained </span><span class="s1"><span dir="auto">in an interview with T21.</span></span></p>
</blockquote>
<p class="p1"><span class="s1"><img fetchpriority="high" decoding="async" class="aligncenter wp-image-659426 size-jnews-350x250" src="https://t21.com.mx/wp-content/uploads/2025/10/9b48e578-2ca5-4868-ad49-cc20f98980a4-350x250.jpeg" sizes="(max-width: 350px) 100vw, 350px" srcset="https://t21.com.mx/wp-content/uploads/2025/10/9b48e578-2ca5-4868-ad49-cc20f98980a4-350x250.jpeg 350w, https://t21.com.mx/wp-content/uploads/2025/10/9b48e578-2ca5-4868-ad49-cc20f98980a4-120x86.jpeg 120w, https://t21.com.mx/wp-content/uploads/2025/10/9b48e578-2ca5-4868-ad49-cc20f98980a4-750x536.jpeg 750w, https://t21.com.mx/wp-content/uploads/2025/10/9b48e578-2ca5-4868-ad49-cc20f98980a4-1140x815.jpeg 1140w" alt="" width="350" height="250" data-pin-no-hover="true" /><span dir="auto">The new laboratory features two dynamometers </span><strong><span dir="auto">—one for the engine and one for the chassis—</span></strong><span dir="auto"> that allow for simulating real-life vehicle operating conditions.</span></span></p>
<p class="p1"><span class="s1"><span dir="auto">In addition, it is equipped with temperature, pressure, and speed sensors, as well as a portable emissions analyzer, opening up the possibility of studying the environmental impact of different mechanical and technological configurations.</span></span></p>
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<h4 class="p1"><strong><span class="s2"><span dir="auto">Talent that responds to the needs of the industry</span></span></strong></h4>
<p class="p1"><span class="s1"><span dir="auto">Located in a region with a strong automotive presence, the campus maintains close ties with automakers such as </span></span><a href="https://www.ford.mx/"><span class="s2"><span dir="auto">Ford</span></span></a><span class="s1"><span dir="auto"> , as well as with industry suppliers.  </span></span><span class="s1"><span dir="auto">Thanks to this relationship, academic projects align with real market demands, preparing students for agile integration into </span><strong><span dir="auto">industrial value chains</span></strong><span dir="auto"> .</span></span></p>
<blockquote>
<p class="p1"><span class="s1"><span dir="auto">“Our goal is for graduates to not only understand the technology, but also to be able to propose sustainable solutions. There is currently a strong demand for specialists in automotive </span><em><span dir="auto">software</span></em><span dir="auto"> , electrification, and advanced materials. The laboratory and the projects we develop are designed to address precisely these areas,” he said.</span></span></p>
</blockquote>
<p class="p1"><span class="s1"><img decoding="async" class="aligncenter wp-image-659427 size-jnews-350x250" src="https://t21.com.mx/wp-content/uploads/2025/10/d759b3b6-6d1c-469a-9500-ac86d51dc006-350x250.jpeg" sizes="(max-width: 350px) 100vw, 350px" srcset="https://t21.com.mx/wp-content/uploads/2025/10/d759b3b6-6d1c-469a-9500-ac86d51dc006-350x250.jpeg 350w, https://t21.com.mx/wp-content/uploads/2025/10/d759b3b6-6d1c-469a-9500-ac86d51dc006-120x86.jpeg 120w, https://t21.com.mx/wp-content/uploads/2025/10/d759b3b6-6d1c-469a-9500-ac86d51dc006-750x536.jpeg 750w, https://t21.com.mx/wp-content/uploads/2025/10/d759b3b6-6d1c-469a-9500-ac86d51dc006-1140x815.jpeg 1140w" alt="" width="350" height="250" data-pin-no-hover="true" /><span dir="auto">Through </span></span><span class="s2"><span dir="auto">this </span></span><span class="s1"><span dir="auto">, students work on applied research projects in collaboration with companies, allowing them to apply theoretical knowledge to real-world challenges. One example is the project developed with </span></span><a href="https://www.daimlertruck-financialservices.mx/Inicio"><span class="s2"><span dir="auto">Daimler</span></span></a><span class="s1"><span dir="auto"> , which focuses on the electrification of drive systems to reduce emissions and energy consumption in heavy-duty vehicles.</span></span></p>
<p class="p1"><span class="s1"><span dir="auto">In addition to technical research, the Tec promotes </span><strong><span dir="auto">comprehensive innovation through multidisciplinary teams</span></strong><span dir="auto"> . One of the most notable examples is the </span></span><span class="s2"><span dir="auto">Tec Racing team </span></span><span class="s1"><span dir="auto">, made up of students from different programs and campuses, which is developing an electric single-seater to compete in the </span></span><span class="s3"><span dir="auto">Formula Student Concept Class category </span></span><span class="s1"><span dir="auto">worldwide.</span></span></p>
<blockquote>
<p class="p1"><span class="s1"><span dir="auto">“We won first place in the concept competition, which demonstrates that our students have the ability to design and validate a high-performance electric vehicle. We are now working on a two-year plan to build the physical car and take it racing at Silverstone,” Contreras said.</span></span></p>
</blockquote>
<p class="p1"><span class="s1"><span dir="auto">The academic emphasized that the training promoted by Tec combines </span></span><strong><span class="s2"><span dir="auto">research, industrial engagement, and a sustainable vision</span></span></strong><span class="s1"><span dir="auto"> , preparing future engineers to design solutions that balance efficiency, safety, and environmental stewardship.</span></span></p>
<blockquote>
<p class="p1"><span class="s1"><span dir="auto">&#8220;Automotive engineering is a field of balance: weight, power, safety, and emissions. Our job is to train those who know how to find that balance and transform it into real innovation for Mexico and the world,&#8221; he emphasized.</span></span></p>
</blockquote>
<p class="p1"><span class="s1"><span dir="auto">He also emphasized that this will be the first semester in which classes will officially begin in the new laboratory, with high expectations of continuing to serve as a breeding ground for talent for the Mexican automotive industry.</span></span></p>
<p><span dir="auto">Comment and follow us on X:  </span><a href="https://twitter.com/jenna_GH_"><span dir="auto">@jenna_GH_</span></a><span dir="auto">  /  </span><a href="https://twitter.com/GrupoT21"><span dir="auto">@GrupoT21</span></a></p>
<p>&nbsp;</p>
<p>El cargo <a href="https://t21.us/tecnologico-de-monterrey-strengthens-connections-between-academia-and-the-automotive-industry/">Tecnológico de Monterrey strengthens connections between academia and the automotive industry</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
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		<title>FINSA is committed to energy efficiency and decarbonization in its industrial parks.</title>
		<link>https://t21.us/finsa-is-committed-to-energy-efficiency-and-decarbonization-in-its-industrial-parks/</link>
		
		<dc:creator><![CDATA[T21 Media]]></dc:creator>
		<pubDate>Mon, 13 Oct 2025 20:48:06 +0000</pubDate>
				<category><![CDATA[Logistics]]></category>
		<category><![CDATA[ENERGY EFFICIENCY]]></category>
		<category><![CDATA[ENERGY SUPPLY]]></category>
		<category><![CDATA[ESG]]></category>
		<category><![CDATA[Finsa]]></category>
		<category><![CDATA[FINSA ENERGY]]></category>
		<category><![CDATA[INDUSTRIAL PARKS]]></category>
		<category><![CDATA[INDUSTRIAL REAL ESTATE]]></category>
		<category><![CDATA[SUSTAINABLE BUILDINGS]]></category>
		<guid isPermaLink="false">https://t21.us/?p=631111</guid>

					<description><![CDATA[<p>FINSA , a developer of industrial parks in Mexico, announced the launch of a comprehensive energy efficiency and decarbonization program that will cover its industrial parks in operation in the country, in a context where the availability of infrastructure and energy capacity are critical factors for attracting industrial investment and consolidating the relocation of production [&#8230;]</p>
<p>El cargo <a href="https://t21.us/finsa-is-committed-to-energy-efficiency-and-decarbonization-in-its-industrial-parks/">FINSA is committed to energy efficiency and decarbonization in its industrial parks.</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
]]></description>
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" /></p>
<p><a href="https://www.finsa.net/"><span dir="auto">FINSA</span></a><span dir="auto"> , a developer of industrial parks in Mexico, announced the launch of a comprehensive energy efficiency and decarbonization program that will cover its industrial parks in operation in the country, in a context where the </span><strong><span dir="auto">availability of infrastructure and energy capacity are critical factors </span></strong><strong><span dir="auto">for attracting </span></strong><strong><span dir="auto">industrial investment</span></strong><span dir="auto"> and consolidating the relocation of production lines in Mexico ( </span><em><span dir="auto">nearshoring</span></em><span dir="auto"> ).</span></p>
<p><span dir="auto">The initiative seeks to boost the competitiveness of FINSA&#8217;s industrial parks and strengthen the electrical infrastructure, in addition to promoting efficient energy capacity management and a </span><strong><span dir="auto">reliable, uninterrupted, and sustainable supply</span></strong><span dir="auto"> , the company explained in a statement.</span></p>
<blockquote><p><span dir="auto">“The future of the industry depends on reliable, competitive, and clean energy. With this program, our clients access world-class solutions that generate savings and energy resilience from day one,” said Sergio Argüelles, President and CEO of FINSA.</span></p></blockquote>
<p><span dir="auto">The program will offer energy solutions and a comprehensive portfolio to FINSA tenants without requiring an initial investment.</span></p>
<p><span dir="auto">In this regard, he highlighted the generation of </span><em><span dir="auto">on-site</span></em><span dir="auto"> distributed solar energy , taking advantage of industrial roofs. It will also offer energy storage systems that correct </span><em><span dir="auto">flickers</span></em><span dir="auto"> (electrical power fluctuations), improve quality, and ensure operational continuity.</span></p>
<p><span dir="auto">Another proposed solution is to mitigate power outages, ensuring efficiency and reliability in daily operations, as well as migration and participation in the Wholesale Electricity Market (MEM), with </span><strong><span dir="auto">optimization of supply costs</span></strong><span dir="auto"> .</span></p>
<p><span dir="auto">In addition, it will offer a </span><strong><span dir="auto">digital monitoring platform</span></strong><span dir="auto"> with real-time metrics on consumption, costs, and emissions.</span></p>
<p><span dir="auto">FINSA tenants will benefit from savings compared to conventional rates, as well as a verifiable reduction in carbon dioxide (CO₂) emissions, aligned with ESG (environmental, social, and corporate governance) goals and SBTi (Science Based Targets Initiative) commitments.</span></p>
<p><span dir="auto">FINSA will also implement </span><strong><span dir="auto">renewable energy projects </span></strong><strong><span dir="auto">in common areas of all its industrial parks</span></strong><span dir="auto"> —such as lighting, roads, and amenities—reinforcing its vision of continuous improvement, sustainability, and energy resilience.</span></p>
<p><span dir="auto">The program is part of </span><strong><span dir="auto">FINSA Energy&#8217;s</span></strong><span dir="auto"> comprehensive plan, which also includes the construction of high-voltage substations and high- and medium-voltage transmission lines, with the goal of strengthening the electrical infrastructure and promoting more efficient management of energy capacity in its developments and with its customers.</span></p>
<p><span dir="auto">FINSA operates in Mexico with 28 industrial parks and more than 70 locations nationally and internationally. It has over 3.7 million square meters (m²) under lease and management, and has built over 14 million m².</span></p>
<p><span dir="auto">It also operates </span><strong><span dir="auto">sustainable buildings</span></strong><span dir="auto"> , where it has 17% of the national total of LEED-certified buildings in Mexico.</span></p>
<p><span dir="auto">Comment and follow us on X:  </span><a href="https://twitter.com/GrupoT21"><span dir="auto">@GrupoT21</span></a></p>
<p>El cargo <a href="https://t21.us/finsa-is-committed-to-energy-efficiency-and-decarbonization-in-its-industrial-parks/">FINSA is committed to energy efficiency and decarbonization in its industrial parks.</a> apareció primero en <a href="https://t21.us">T21</a>.</p>
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