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	<title>Facultad de Ingeniería &#8211; UNLP</title>
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	<description>Sitio oficial de la Facultad de Ingeniería de la Universidad Nacional de La Plata</description>
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	<title>Facultad de Ingeniería &#8211; UNLP</title>
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		<title>Estrategias a largo plazo que dan resultado: la Facultad de Ingeniería de la UNLP mantiene el crecimiento de su tasa de egreso</title>
		<link>https://ing.unlp.edu.ar/estrategias-a-largo-plazo-que-dan-resultado-la-facultad-de-ingenieria-de-la-unlp-mantiene-el-crecimiento-de-su-tasa-de-egreso/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Fri, 05 Jun 2026 17:10:54 +0000</pubDate>
				<category><![CDATA[Institucional]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16272</guid>

					<description><![CDATA[A través de un sólido seguimiento estadístico, reformas curriculares y metodologías activas como el dictado de la materia «Mate PI», la Facultad de Ingeniería de la Universidad Nacional de La Plata (UNLP) consolida un modelo de éxito académico. Se trata de un proceso iniciado hace 25 años, cuando el decano [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>A través de un sólido seguimiento estadístico, reformas curriculares y metodologías activas como el dictado de la materia «Mate PI», la Facultad de Ingeniería de la Universidad Nacional de La Plata (UNLP) consolida un modelo de éxito académico. Se trata de un proceso iniciado hace 25 años, cuando el decano era Alberto Giovambattista. En las últimas tres décadas, se fueron aplicando distintas estrategias y modalidades que consolidaron y expandieron la formación de profesionales en carreras que son claves para el desarrollo nacional.</p>
<p>Los números hablan por sí solos. En 2001, la Facultad de Ingeniería registraba un egreso de apenas 160 alumnos por año. En ese entonces, solo existía un curso de nivelación sin evaluación, y no se ofrecían herramientas que acompañaran a los ingresantes en el salto a la universidad.</p>
<p>A partir de lo que, a todas luces era una situación delicada, el área de matemática &#8211; fundamental para la formación en Ingeniería &#8211; adoptó un enfoque metodológico orientado al «aprender haciendo». Se apuntó a transformar la teoría abstracta en un proceso de construcción práctica y aplicada.</p>
<p>«Cuando analizamos los datos de ingreso, como así también las estadísticas de aprobación del curso nivelatorio y del egreso, vemos que las decisiones que se vienen tomando desde 2002 fueron dando excelentes resultados. Me refiero al cambio de plan de estudios y al diseño de distintas modalidades para que se pueda completar el ingreso. Ya en 2002 registramos 210 egresados y, tras un proceso de 10 años que implicó un seguimiento continuo de cohortes en las diferentes carreras, duplicamos la matrícula de egreso», manifestó el decano Marcos Actis, al analizar lo ocurrido durante las últimas tres décadas.</p>
<p><img fetchpriority="high" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-1.png" alt="" width="567" height="341" class="alignnone size-large wp-image-16274" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-1.png 567w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-1-300x180.png 300w" sizes="(max-width: 567px) 100vw, 567px" /></p>
<p>«Pasamos en tan solo una década de 210 egresados por año a 402. Posteriormente, a partir de la incorporación en el ingreso y en el plan de estudios de la materia Matemática para Ingeniería (Mate PI), logramos consolidar el crecimiento. A tal punto que en 2025 registramos 447 egresos y tuvimos picos, en los últimos años, de 480», remarcó el decano de Ingeniería.</p>
<p><img decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-2.png" alt="" width="567" height="264" class="alignnone size-full wp-image-16273" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-2.png 567w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/nota-grafico-2-300x140.png 300w" sizes="(max-width: 567px) 100vw, 567px" /></p>
<p>En ese sentido, Actis explicó que «duplicar la matrícula de egreso en una década no fue casualidad. Fue la consecuencia lógica de actualizar los planes de estudio, haciéndolos más modernos, lógicos y enfocados en las necesidades de los alumnos. Nuestro gran logro ha sido conseguir que la tasa de egreso siga una curva ascendente y se mantenga en el tiempo».</p>
<p>Queda a las claras que las modalidades de nivelación en Ingeniería no van en contra del ingreso irrestricto. Al contrario, una vez que se inscriben, los aspirantes ya son alumnos de la Facultad y no hay límites de reinscripción. Y para avanzar en la carrera, como sucede en todas las facultades, hay que aprobar las asignaturas. Aún así, los alumnos que cursan Mate PI en el primer trimestre, paralelamente pueden cursar Gráfica e Introducción a la Ingeniería.</p>
<p><strong>Planificación basada en datos y el salto histórico</strong></p>
<p>Una de las claves para garantizar la eficacia de estas políticas ha sido la implementación de un riguroso seguimiento estadístico de cohortes y cursadas. Este seguimiento interno funciona como un termómetro permanente, permitiendo obtener insumos precisos y de calidad para la aplicación de mejoras continuas en los trayectos académicos.</p>
<p>El marco normativo nacional brindó una nueva oportunidad de optimización en 2015 con la sanción de la Ley de Educación Superior. Lejos de desarticular los esfuerzos previos, Ingeniería transformó su curso de nivelación en 2016, convirtiéndolo en la primera materia oficial del plan de estudios.</p>
<p>“Como equipo de gestión, que estamos en constante evaluación de nuestras líneas de trabajo, siempre nos proponemos avanzar y la mejor manera de hacerlo es planificar y escuchar a los integrantes de nuestra casa de estudios. Es por eso que nuestra estrategia, que tan buenos resultados venía demostrando, fue complementada a partir del año 2016 con la incorporación de Mate PI a nuestros planes de estudios como materia, un curso nivelatorio que es elogiado local y regionalmente”, expresó el decano.</p>
<p>La asignatura Mate PI pasó a tener correlatividad directa con el resto de las matemáticas de la carrera. Su diseño curricular fue estratégicamente articulado para introducir al estudiante al entorno universitario, utilizando como base los contenidos ya vistos en el colegio secundario. De este modo, la materia actúa reforzando, nivelando y profundizando dichos contenidos, preparando integralmente a los ingresantes para enfrentarse a las exigencias propias de las asignaturas avanzadas de la ingeniería.</p>
<p>Rossana Di Domenicantonio, secretaria de Articulación Educativa y Seguimiento Académico y profesora titular de Mate PI, explica el cambio metodológico: «Con &#8216;Mate PI&#8217; introducimos un cambio metodológico radical: implementamos la dinámica de aula-taller. Aquí el alumno no es un receptor pasivo; asume un rol activo y de trabajo colaborativo junto a sus pares y docentes desde el primer día. Esta dinámica rompe con la clase magistral expositiva y establece un estándar de aprendizaje participativo que luego se continúa en las materias de matemática siguientes».</p>
<p><strong>Flexibilidad y articulación con el sistema secundario</strong></p>
<p>Con el fin de brindar la mayor accesibilidad posible, Mate PI presenta un esquema de alta flexibilidad temporal: se dicta tres veces al año, distribuidas en un formato intensivo durante el período de verano y en dos instancias semestrales a lo largo del ciclo académico.</p>
<p>Es precisamente en el segundo semestre donde se despliega otra de las grandes apuestas de la Facultad: la modalidad anticipada. A través de este formato, los alumnos que están cursando el último año del secundario —y que aún no pertenecen formalmente a la universidad— pueden cursar y aprobar la materia. Esta articulación temprana reduce significativamente la brecha pedagógica entre ambos niveles educativos y fomenta una inserción y permanencia en el ámbito universitario.</p>
<p>A todo lo mencionado se suman actividades de divulgación periódicas en escuelas secundarias de la región y del interior de la provincia de Buenos Aires, reuniones de interacción directa con padres de ingresantes, charlas de articulación con directores de  colegios secundarios en la Facultad y actividades interactivas como el Festival de Mate PI. Este gran esfuerzo acerca de forma directa la propuesta académica de la Facultad, estimulando la inscripción en las carreras y dando a conocer la estrategia de ingreso y las herramientas de acompañamiento para los futuros ingresantes. Medidas que, en su conjunto, tienen como fin de afianzar la permanencia y el posterior egreso de los alumnos de la Facultad.</p>
<p><img decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/20250702_154143.jpg" alt="" width="750" height="641" class="alignnone size-full wp-image-16276" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/20250703_141917.jpg" alt="" width="750" height="562" class="alignnone size-large wp-image-16277" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/20250703_141917.jpg 855w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/20250703_141917-300x225.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/20250703_141917-768x576.jpg 768w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16278" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0110-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /><small>Reunión de articulación con directores de colegios secundarios en la Facultad de Ingeniería</small><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16279" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0523-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /><small>Bienvenida a alumnos ingresantes a la cursada de Mate Pi</small><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16280" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0536-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16281" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0909-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /><small>Padres de alumnos ingresantes y autoridades de Ingeniería en una charla en la Facultad</small><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16282" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0919-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /><small>Charla con padres de alumnos ingresantes</small><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-1024x678.jpg" alt="" width="750" height="497" class="alignnone size-large wp-image-16283" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-1024x678.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-300x199.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-768x509.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-1536x1017.jpg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-2048x1356.jpg 2048w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/DSC_0929-360x240.jpg 360w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-1jpg-1024x768.jpg" alt="" width="750" height="563" class="alignnone size-large wp-image-16284" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-1jpg-1024x768.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-1jpg-300x225.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-1jpg-768x576.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-1jpg.jpg 1280w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-2-1024x768.jpg" alt="" width="750" height="563" class="alignnone size-large wp-image-16285" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-2-1024x768.jpg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-2-300x225.jpg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-2-768x576.jpg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/06/modalidad-anticipada-2.jpg 1280w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/Festival-de-Mate-Pi-para-estudiantes-de-escuelas-secundarias.jpeg" alt="" width="750" height="508" class="alignnone size-full wp-image-16287" /><small>Festival de Mate Pi para estudiantes de escuelas secundarias</small></p>
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		<title>Orden de la 3ª Sesión Ordinaria del CD 2026</title>
		<link>https://ing.unlp.edu.ar/3a-orden-del-cd-2026/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Fri, 05 Jun 2026 13:15:51 +0000</pubDate>
				<category><![CDATA[General]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=7095</guid>

					<description><![CDATA[Orden del día &#62;&#62;]]></description>
										<content:encoded><![CDATA[<p><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Sesiones/260000_2026-2030/260605_3ª S.O. Orden (9 de junio de 2026).pdf" target="_blank" rel="noopener">Orden del día &gt;&gt;</a></p>
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		<title>Convocatoria internacional de doctorado REFFRACTEUR</title>
		<link>https://ing.unlp.edu.ar/convocatoria-internacional-de-doctorado-reffracteur/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 03 Jun 2026 18:41:48 +0000</pubDate>
				<category><![CDATA[Dpto Materiales]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16259</guid>

					<description><![CDATA[Se informa sobre la convocatoria internacional correspondiente al programa europeo de doctorado REFFRACTEUR – Digital REFractory FRAmework for a Carbon-neutral and Resilient indusTry in EURope (2026-2030), coordinado por el Institute of Research for CERamics (IRCER, Francia). La fecha límite de postulación es el 8 de junio de 2026. Este nuevo [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Se informa sobre la convocatoria internacional correspondiente al programa europeo de doctorado REFFRACTEUR – Digital REFractory FRAmework for a Carbon-neutral and Resilient indusTry in EURope (2026-2030), coordinado por el Institute of Research for CERamics (IRCER, Francia). La fecha límite de postulación es el 8 de junio de 2026.<br />
Este nuevo programa Marie Skłodowska-Curie Doctoral Network ofrece 15 posiciones doctorales completamente financiadas en distintas instituciones académicas e industriales de Europa, orientadas a temas vinculados con:<br />
*Comportamiento termomecánico en condiciones severas de operación.<br />
*Caracterización experimental avanzada a altas temperaturas.<br />
*Modelado numérico y herramientas digitales (IA, gemelos digitales).<br />
*Circularidad y sustentabilidad.<br />
*Además del aspecto científico, el programa brinda un entorno de formación internacional de excelencia, con fuerte integración académico-industrial y movilidad europea.</p>
<p>La convocatoria se encuentra dirigida a candidatos internacionales de alto nivel, especialmente estudiantes de maestría o graduados recientes con interés en materiales refractarios e industrias de alta temperatura.</p>
<p>Más información sobre el proyecto y el procedimiento de aplicación en el sitio oficial: <a href="https://www.reffracteur.eu">www.reffracteur.eu<img decoding="async" 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" alt="" /></a></p>
<p><a href="https://ing.unlp.edu.ar/wp-content/uploads/2026/06/00-REFFRACTEUR-Flyer-We-offer-15-Doctoral-Positions-1.pdf">REFFRACTEUR Flyer &gt;&gt;</a></p>
<p>&nbsp;</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Ingeniería fue sede de la final del concurso Puente Chino 2026 para estudiantes secundarios de Argentina</title>
		<link>https://ing.unlp.edu.ar/ingenieria-fue-sede-de-la-final-del-concurso-puente-chino-2026-para-estudiantes-secundarios-de-argentina/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Fri, 29 May 2026 15:32:41 +0000</pubDate>
				<category><![CDATA[Institucional]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16224</guid>

					<description><![CDATA[Con trajes típicos de la cultura oriental, estudiantes del nivel secundario de diversas provincias del país se dieron cita en la Facultad de Ingeniería de la UNLP para participar de la 19 nueva edición de la final del concurso Puente Chino 2026. Un evento que promueve la cultura china en [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Con trajes típicos de la cultura oriental, estudiantes del nivel secundario de diversas provincias del país se dieron cita en la Facultad de Ingeniería de la UNLP para participar de la 19 nueva edición de la final del concurso Puente Chino 2026. Un evento que promueve la cultura china en Argentina.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16236" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.121.jpeg 1702w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.171-1024x832.jpeg" alt="" width="750" height="609" class="alignnone size-large wp-image-16245" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.171-1024x832.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.171-300x244.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.171-768x624.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.171.jpeg 1319w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17-1024x845.jpeg" alt="" width="750" height="619" class="alignnone size-large wp-image-16246" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17-1024x845.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17-300x248.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17-768x634.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17-1536x1268.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.17.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.16-e1780067820823.jpeg" alt="" width="370" height="782" class="alignnone size-full wp-image-16226" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.153.jpeg" alt="" width="372" height="777" class="alignnone size-large wp-image-16227" /></p>
<p>Bajo el lema «Hacia el sueño del idioma chino, honrando la juventud», la actividad estuvo organizada por la Embajada de China en Argentina en colaboración con el Instituto Confucio de la UNLP- XISU. Contó con la presencia del decano de la Facultad de Ingeniería, Marcos Actis, del consejero de la Embajada de China en Argentina, Zhang Xiaowei, así como autoridades del Instituto Confucio de la UNLP y representantes de escuelas de La Plata, Buenos Aires, Mendoza y Córdoba, entre otras.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.152.jpeg" alt="" width="370" height="925" class="alignnone size-large wp-image-16228" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.151-e1780068048368.jpeg" alt="" width="370" height="925" class="alignnone size-full wp-image-16229" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.161-e1780068317922.jpeg" alt="" width="370" height="855" class="alignnone size-full wp-image-16225" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.15.jpeg" alt="" width="370" height="857" class="alignnone size-large wp-image-16230" /></p>
<p>En total, 11 participantes mostraron su habilidad en el idioma chino durante las distintas etapas del concurso. Estas incluyeron un discurso, una prueba de conocimientos ante un jurado y una presentación artística.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.142-e1780068223214.jpeg" alt="" width="369" height="794" class="alignnone size-full wp-image-16231" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.141.jpeg" alt="" width="372" height="788" class="alignnone size-large wp-image-16232" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.122-e1780068937858.jpeg" alt="" width="370" height="845" class="alignnone size-full wp-image-16235" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.091-773x1024.jpeg" alt="" width="370" height="994" class="alignnone size-large wp-image-16254" /></p>
<p>El primer premio fue para Máximo Arellano, del Confucio UNC (Córdoba) y los dos 2dos premios para Camila Oro, del Confucio U Congreso (Mendoza) y Dionisio Krivich, alumno del Confucio UNLP. Por el Confucio local también participó la alumna Julia Angione, que obtuvo premio honorífico. Como parte del evento cantó Paula Chalup.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.173-1024x895.jpeg" alt="" width="750" height="656" class="alignnone size-large wp-image-16244" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.173-1024x895.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.173-300x262.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.173-768x671.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.173.jpeg 1446w" sizes="auto, (max-width: 750px) 100vw, 750px" />   <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163-1024x845.jpeg" alt="" width="750" height="619" class="alignnone size-large wp-image-16247" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163-1024x845.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163-300x248.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163-768x634.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163-1536x1267.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.163.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162-1024x747.jpeg" alt="" width="750" height="547" class="alignnone size-large wp-image-16248" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162-1024x747.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162-300x219.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162-768x560.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162-1536x1120.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.162.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12-1024x767.jpeg" alt="" width="750" height="562" class="alignnone size-large wp-image-16237" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12-1024x767.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12-1536x1151.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.12.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.14-1024x498.jpeg" alt="" width="750" height="365" class="alignnone size-large wp-image-16233" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.14-1024x498.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.14-300x146.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.14-768x373.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.14.jpeg 1344w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.123-1024x498.jpeg" alt="" width="750" height="365" class="alignnone size-large wp-image-16234" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.123-1024x498.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.123-300x146.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.123-768x373.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-29-at-12.01.123.jpeg 1344w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Más de mil personas visitaron la muestra de ciencia de Ingeniería y Astronomía</title>
		<link>https://ing.unlp.edu.ar/mas-de-mil-personas-visitaron-la-muestra-de-ciencia-de-ingenieria-y-astronomia/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 27 May 2026 17:07:28 +0000</pubDate>
				<category><![CDATA[Institucional]]></category>
		<category><![CDATA[Redes]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16195</guid>

					<description><![CDATA[La Facultad de Ingeniería de la UNLP fue sede, el sábado 23 de mayo, de una jornada abierta a la comunidad en el marco del Desafío Argentina al Espacio, con propuestas vinculadas a la ciencia, la tecnología, la exploración espacial y la divulgación universitaria. A lo largo del día, más [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>La Facultad de Ingeniería de la UNLP fue sede, el sábado 23 de mayo, de una jornada abierta a la comunidad en el marco del Desafío Argentina al Espacio, con propuestas vinculadas a la ciencia, la tecnología, la exploración espacial y la divulgación universitaria.</p>
<p>A lo largo del día, más de 1000 personas se acercaron a recorrer los distintos stands y actividades, donde estudiantes, docentes e investigadores compartieron sus trabajos, experiencias y futuros proyectos. La jornada contó con muestras sobre ATENEA, el nanosatélite USAT desarrollado por Ingeniería UNLP, cohetería experimental por parte del Grupo de Cohetería Experimental del CTA, también participaron estudiantes de la Facultad que fueron seleccionados como finalistas de la competencia internacional CanSat 2026, propuestas aeroespaciales, actividades de astronomía, meteorología y geofísica, además de espacios de difusión de las carreras de la Facultad, modalidad de inscripción e ingreso.<br />
<img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.04.16-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16196" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.02.58-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16197" /><br />
Como parte de la programación, se realizaron dos charlas abiertas a la comunidad en el Aula Numa Tapia, con una participación aproximada de 100 personas por encuentro. La primera estuvo a cargo de Sonia Botta, coordinadora del proyecto “Satélite Universitario” del CTA-UNLP, quien presentó la participación de la UNLP en ATENEA y el desarrollo de capacidades espaciales desde la Universidad pública.<br />
<img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-12.58.58-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16198" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-12.57.56-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16199" /><br />
La segunda charla fue brindada por representantes del CIEE, quienes expusieron sobre el proyecto MIRA – Monitoreo de Impactos y Reingresos Atmosféricos, una iniciativa orientada al seguimiento de basura espacial y al análisis de objetos que reingresan a la atmósfera terrestre.<br />
<img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-12.57.14-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16200" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-12.56.40-e1779899555675-767x1024.jpeg" alt="" width="370" height="1001" class="alignnone size-large wp-image-16201" /><br />
La actividad permitió acercar a vecinos de La Plata y la región al trabajo que se realiza en la Universidad en áreas estratégicas para el desarrollo científico y tecnológico, fortaleciendo el vínculo entre la Facultad, la comunidad y las vocaciones tempranas vinculadas a la ingeniería y el espacio.<br />
<img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16206" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-5.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><br />
<img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16207" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.49.00.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16208" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-4.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16209" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-3.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16210" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-2.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-1-685x1024.jpeg" alt="" width="370" height="1024" class="size-large wp-image-16211 aligncenter" /></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16212" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-1024x685.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-300x201.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-768x514.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-1536x1028.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59-360x240.jpeg 360w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.59.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-4-1024x685.jpeg" alt="" width="750" height="502" class="alignnone size-large wp-image-16213" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16214" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-3.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16215" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-2.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16216" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1024x575.jpeg" alt="" width="750" height="421" class="alignnone size-large wp-image-16217" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1024x575.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-300x169.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-768x432.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58-1536x863.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-27-at-13.48.58.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Almuerzo por el Día de la Ingeniería</title>
		<link>https://ing.unlp.edu.ar/almuerzo-por-el-dia-de-la-ingenieria/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 27 May 2026 17:04:31 +0000</pubDate>
				<category><![CDATA[General]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16205</guid>

					<description><![CDATA[En el marco del Día de la Ingeniería, desde el área de graduados de la Facultad se invita a estudiantes, docentes, nodocentes y a la comunidad graduada a compartir un almuerzo de encuentro y celebración junto a toda la comunidad de Ingeniería. La actividad se realizará el sábado 6 de [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>En el marco del Día de la Ingeniería, desde el área de graduados de la Facultad se invita a estudiantes, docentes, nodocentes y a la comunidad graduada a compartir un almuerzo de encuentro y celebración junto a toda la comunidad de Ingeniería.</p>
<p>La actividad se realizará el sábado 6 de junio a las 13 hs en el Comedor Universitario. El menú será guiso y vino.</p>
<p>La jornada es organizada por la Facultad de Ingeniería UNLP, la Comunidad Graduada FI UNLP y el CEILP.</p>
<p><a href="https://docs.google.com/forms/d/1_wuvzMd0_JouD4-RHTVi0OfcnAypAnJ5IM1hmWVUaI8/viewform?edit_requested=true" target="_blank" rel="noopener">Formulario de inscripción &gt;&gt;</a></p>
<p><a href="https://www.instagram.com/comunidadgraduada_ingunlp?igsh=ejMzb3dmamo0Z2w0" target="_blank" rel="noopener">Más información &gt;&gt; </a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Concursos Nodocentes: vigentes</title>
		<link>https://ing.unlp.edu.ar/concursos-vigentes/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Thu, 21 May 2026 15:00:17 +0000</pubDate>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Nodocentes]]></category>
		<category><![CDATA[Concurso Nodocente]]></category>
		<guid isPermaLink="false">https://wwwtest.ing.unlp.edu.ar/?p=6178</guid>

					<description><![CDATA[Concursos 2026 Concurso interno de antecedentes y oposición para cubrir un (1) cargo Nodocente categoría 5 del Agrupamiento Mantenimiento, Producción y Servicios Generales Sub Grupo B, con funciones de chofer de los vehículos oficiales de esta Facultad. Ver resolución 0665-2026 &#62;&#62; Material de estudio Concurso *Ley de Transito N24.449: https://servicios.infoleg.gob.ar/infolegInternet/anexos/0-4999/818/texact.htm *Ley de [&#8230;]]]></description>
										<content:encoded><![CDATA[<h6>Concursos 2026</h6>
<ul>
<li><strong>Concurso interno </strong>de antecedentes y oposición para cubrir <strong>un (1) cargo Nodocente categoría 5</strong> del Agrupamiento Mantenimiento, Producción y Servicios Generales Sub Grupo B, con funciones de chofer de los vehículos oficiales de esta Facultad. <a href="https://ing.unlp.edu.ar/wp-content/uploads/2026/02/RF-N-0665-2026-1.pdf" target="_blank" rel="noopener">Ver resolución 0665-2026 &gt;&gt;</a></li>
</ul>
<p><strong>Material de estudio Concurso</strong></p>
<p>*Ley de Transito N24.449: <a href="https://servicios.infoleg.gob.ar/infolegInternet/anexos/0-4999/818/texact.htm" rel="noopener noreferrer" target="_blank">https://servicios.infoleg.gob.ar/infolegInternet/anexos/0-4999/818/texact.htm</a></p>
<p>*Ley de Tránsito y Seguridad Vial N° 26363: <a href="https://www.argentina.gob.ar/normativa/nacional/ley-26363-140098/texto" rel="noopener noreferrer" target="_blank">https://www.argentina.gob.ar/normativa/nacional/ley-26363-140098/texto</a></p>
<p>*Ratificación Pacto Federal Seguridad Vial- Ley 26353: <a href="https://www.argentina.gob.ar/normativa/nacional/ley-26353-138932/texto" rel="noopener noreferrer" target="_blank">https://www.argentina.gob.ar/normativa/nacional/ley-26353-138932/texto</a></p>
<p>*Decreto 1716/2088 de la Ley 26.363 : <a href="https://servicios.infoleg.gob.ar/infolegInternet/anexos/145000-149999/146195/norma.htm" rel="noopener noreferrer" target="_blank">https://servicios.infoleg.gob.ar/infolegInternet/anexos/145000-149999/146195/norma.htm</a></p>
<p>*Decreto 1787/08 Estructura de la ANSV : <a href="https://servicios.infoleg.gob.ar/infolegInternet/anexos/145000-149999/146866/norma.htm" rel="noopener noreferrer" target="_blank">https://servicios.infoleg.gob.ar/infolegInternet/anexos/145000-149999/146866/norma.htm</a></p>
<p>*Decreto Reglamentario 779/95 de la Ley 24.449 : <a href="https://servicios.infoleg.gob.ar/infolegInternet/anexos/30000-34999/30389/norma.htm" rel="noopener noreferrer" target="_blank">https://servicios.infoleg.gob.ar/infolegInternet/anexos/30000-34999/30389/norma.htm</a></p>
<p>*Decreto 437/2011: <a href="https://servicios.infoleg.gob.ar/infolegInternet/anexos/180000-184999/181142/norma.htm" rel="noopener noreferrer" target="_blank">https://servicios.infoleg.gob.ar/infolegInternet/anexos/180000-184999/181142/norma.htm</a></p>
<hr />
<ul>
<li><strong>Concurso interno</strong> de antecedentes y oposición para cubrir <strong>un (1) cargo Nodocente categoría 5</strong> del Agrupamiento Administrativo &#8211; Jefe de Supervisión de Clases y Exámenes de la Dirección de Enseñanza de esta Facultad. <a href="https://www.ing.unlp.edu.ar/sitio/administracion/concursos/archivos/Res0047-2026.pdf" target="_blank" rel="noopener">Ver resolución 0047-2026 &gt;&gt;</a></li>
</ul>
<p><!--


<div><strong>Material de estudio Concurso A4</strong></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_UNLP/00000000_Ordenanzas/00000262_262%20(Personal%20No%20Docente).pdf" rel="noopener noreferrer" target="_blank">Ordenanza 262/06 - Concursos Nodocentes &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_UNLP/00000000_Ordenanzas/00000288_288%20(Ingreso%20a%20la%20Universidad%20Nacional%20de%20La%20Plata).pdf" rel="noopener noreferrer" target="_blank">Ord. 288 - Ingreso a la UNLP &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_UNLP/00000000_Ordenanzas/00000255_255%20(Aspirantes%20Mayores%2025%20A%C3%B1os).pdf" rel="noopener noreferrer" target="_blank">Ord. 255 - Aspirantes Mayores de 25 años &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_UNLP/00000000_Ordenanzas/00000101_101%20(Procedimientos%20Administrativos.%20Modificada%20por%20Res.%20C.S.%20N%C2%BA%206-2023).pdf" rel="noopener noreferrer" target="_blank">Ord. 101 - Reglamento de Proced. Adm. de la UNLP &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Ordenanzas/00000008_008-02-2024%20(Alumno%20Regular).pdf" rel="noopener noreferrer" target="_blank">Ord. 008-02-2024 - Alumno Regular &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Ordenanzas/00000042_042-02-2022%20(Actividades%20de%20formaci%C3%B3n%20complementaria).pdf" rel="noopener noreferrer" target="_blank">Ord. 042-02-2022 - AFC &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Ordenanzas/00000028_028-02%20(Nuevo%20R%C3%A9gimen%20de%20Evaluaci%C3%B3n).pdf" rel="noopener noreferrer" target="_blank">Ord. 028/02 - Nuevo régimen de evaluación &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Ordenanzas/00000018_018-02-2016%20(Reglamento%20para%20Alumnos%20que%20Provienen%20de%20Otras%20Universidades).pdf" rel="noopener noreferrer" target="_blank">Ord. 018-02-2016 - Reglam. para alumnos que provienen de otras Universidades &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Ordenanzas/00000027_1-2-027-01-2016%20(Reglamento%20para%20el%20Ingreso%20a%20la%20Facultad%20de%20Ingenier%C3%ADa).pdf" rel="noopener noreferrer" target="_blank">Ord. 1-2-027-01-2016 - Reglam. para el ingreso a la Fac. Ingeniería &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20251069_1069-25.pdf" rel="noopener noreferrer" target="_blank">Resol. 1069/25 - Asiento de calificaciones &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20251014_1014-25%20(deja%20sin%20efecto%20Res.%201398-14%20(sobre%20actas%20rectificatorias%20implementadas%20en%20Siu%20Guaran%C3%AD).pdf" rel="noopener noreferrer" target="_blank">Resol. 1014/25 - Rectificativas de cursada y promoción &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20240280_0280-24%20(Solicitud%20de%20aprobaci%C3%B3n%20por%20equivalencia%20de%20hasta%204%20puntos%20de%20las%20AFCs%20para%20en%20Planes%20de%20Estudios%202018).pdf" rel="noopener noreferrer" target="_blank">Resol. 280/24 - Aprobación por equivalencia de hasta 4 puntos de AFC &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20240128_0128-24%20(Alumno%20pasivo).pdf" rel="noopener noreferrer" target="_blank">Resol. 128/24 - Alumno pasivo &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20110524_0524-11%20(Aprobaci%C3%B3n%20del%20Trabajo%20Final%20por%20Equivalencia).pdf" rel="noopener noreferrer" target="_blank">Resol. 524/11 - Trabajo final por equivalencia &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20120733_0733-12%20(Aprobaci%C3%B3n%20del%20Trabajo%20Final%20por%20Equivalencia).pdf" rel="noopener noreferrer" target="_blank">Resol. 733/12 - Trabajo final por equivalencia - Ampliación &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20230319_0319-23%20(Aprobaci%C3%B3n%20del%20Trabajo%20Final%20por%20Equivalencia).pdf" rel="noopener noreferrer" target="_blank">Resol. 319/23 - Trabajo final por equivalencia - Ampliación &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20230240_0240-23%20(%20Planes%20de%20Estudio%20anteriores%20a%202018%20y%20equivalencias%20con%20Electiva%20Human%C3%ADstica).pdf" rel="noopener noreferrer" target="_blank">Resol. 240/23 - Equiv. de electiva humanística &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20171385_1385-17%20(Mesas%20de%20finales%20todos%20los%20meses).pdf" rel="noopener noreferrer" target="_blank">Resol. 1385/17 - Mesas de exámenes finales todos los meses &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20130287_0287-13%20(Aprobaci%C3%B3n%20de%20%C3%BAnica%20materia%20adeudada%20por%20Equivalencia).pdf" rel="noopener noreferrer" target="_blank">Resol. 287/13 - Aprobación de única materia adeudada por equivalencia &gt;&gt;</a></div>




<div><a href="https://ing.unlp.edu.ar/wp-content/uploads/acordeon/institucional/Normativa_de_la_Facultad_de_Ingenier%C3%ADa/00000000_Resoluciones/20110703_0703-11%20(Promoci%C3%B3n%20de%20materias%20con%20correlativas%20pendientes).pdf" rel="noopener noreferrer" target="_blank">Resol. 703/11 - Promoción de materias con correlativas pendientes &gt;&gt;</a></div>

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		<title>Participación de estudiantes de la Facultad de Ingeniería en el Latin America and the Caribbean Student Symposium (LACSS).</title>
		<link>https://ing.unlp.edu.ar/participacion-de-estudiantes-de-la-facultad-de-ingenieria-en-el-latin-america-and-the-caribbean-student-symposium-lacss/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 20 May 2026 20:33:43 +0000</pubDate>
				<category><![CDATA[Dpto Producción]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16174</guid>

					<description><![CDATA[El estudiante de la carrera de Ingeniería Industrial Federico Vieira presentó recientemente el trabajo titulado “Optimizing Fuel Distribution Logistics: A Dashboard-Driven Approach to Diversions and Returns” en la sección Student Paper Contest del PetroBowl, evento realizado en el Latin America and the Caribbean Student Symposium (LACSS), en la Ciudad de [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>El estudiante de la carrera de Ingeniería Industrial Federico Vieira presentó recientemente el trabajo titulado <em>“Optimizing Fuel Distribution Logistics: A Dashboard-Driven Approach to Diversions and Returns”</em> en la sección <em>Student Paper Contest</em> del PetroBowl, evento realizado en el <em>Latin America and the Caribbean Student Symposium (LACSS</em>), en la Ciudad de Buenos Aires y organizado en el marco de las actividades de la <em>Society of Petroleum Engineers (SPE),</em> una de las principales asociaciones profesionales de la industria energética a nivel mundial.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/1.png" alt="" width="567" height="378" class="alignnone size-full wp-image-16176" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/1.png 567w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/1-300x200.png 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/1-360x240.png 360w" sizes="auto, (max-width: 567px) 100vw, 567px" /></p>
<p>El PetroBowl es una competencia internacional orientada a estudiantes universitarios, en la que participan equipos de distintas instituciones académicas y se desarrollan actividades vinculadas a aspectos técnicos y de innovación dentro de la industria del petróleo y gas, promoviendo el intercambio académico, el trabajo en equipo y el desarrollo profesional de futuros ingenieros.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/2.png" alt="" width="567" height="378" class="alignnone size-large wp-image-16177" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/2.png 567w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/2-300x200.png 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/2-360x240.png 360w" sizes="auto, (max-width: 567px) 100vw, 567px" /></p>
<p>El trabajo presentado consistió en el desarrollo de un tablero de control para la modulación de la logística de abastecimiento de combustible, enfocado en el análisis y seguimiento de desvíos y devoluciones dentro de la red logística, con el objetivo de mejorar la visualización operativa y la toma de decisiones.</p>
<p>Este trabajo surgió en el marco de las Prácticas Profesionales Supervisadas (PPS) desarrolladas junto a YPF. Además de Federico Vieira, participaron de la PPS y del desarrollo del trabajo los/las estudiantes Jazmín Biagini Gallardo, Enzo Curutchet, Esteban Gianni, Lucia Lopez Lembeye, Facundo Losada y José Francisco Micheloud.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/3.png" alt="" width="567" height="425" class="alignnone size-large wp-image-16178" /></p>
<p>La coordinación por parte de YPF estuvo a cargo del Jefe de flota Francisco Calciano, mientras que por parte de la Facultad de Ingeniería de la UNLP participaron como tutores el Dr. Gerardo Santori y el Ing. Pedro Poch. En total participaron tres grupos de estudiantes en la realización de las PPS, siendo este equipo seleccionado por directivos de YPF para representar a la compañía con la presentación del trabajo en el simposio.</p>
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		<title>La Facultad de Ingeniería lanzó la convocatoria para el satélite universitario USAT 2</title>
		<link>https://ing.unlp.edu.ar/la-facultad-de-ingenieria-lanzo-la-convocatoria-para-el-satelite-universitario-usat-2/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 20 May 2026 13:42:25 +0000</pubDate>
				<category><![CDATA[Institucional]]></category>
		<category><![CDATA[Redes]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16165</guid>

					<description><![CDATA[Se presentó oficialmente la 2da Convocatoria Abierta del Programa Satélite Universitario en la Facultad de Ingeniería. El decano y director del Centro Tecnológico Aeroespacial (CTA), Marcos Actis, junto a la coordinadora Sonia Botta, dieron el puntapié inicial para el diseño y fabricación de un nuevo CubeSat. ¿El objetivo? Que grupos [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Se presentó oficialmente la 2da Convocatoria Abierta del Programa Satélite Universitario en la Facultad de Ingeniería. El decano y director del Centro Tecnológico Aeroespacial (CTA), Marcos Actis, junto a la coordinadora Sonia Botta, dieron el puntapié inicial para el diseño y fabricación de un nuevo CubeSat.<br />
¿El objetivo? Que grupos de investigación de la UNLP y de todo el país presenten propuestas de carga útil e instrumentos científicos.</p>
<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f6f0.png" alt="🛰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> ¿Por qué apostar a los CubeSats? Poner en órbita un satélite tradicional cuesta decenas de millones de dólares. En cambio, un CubeSat reduce costos drásticamente (entre 150 mil y 300 mil dólares), funcionando como una plataforma de bajo costo invaluable para demostrar la ciencia universitaria y complementar datos de grandes misiones.</p>
<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2728.png" alt="✨" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Antecedentes de la Facultad de Ingeniería:</p>
<p>• USAT 1 (El pionero): Un CubeSat de 3U desarrollado casi al 100% en la UNLP. Ya está finalizado y esperando su lanzamiento para este año para medir propiedades atmosféricas y del suelo.<br />
• Atenea (Hito internacional): Gracias a la experiencia de USAT 1, el CTA y el SENyT llegaron a la NASA. La Facultad participó del desarrollo de un satélite de 12U que se integró en la histórica misión Artemis 2.</p>
<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f52c.png" alt="🔬" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Un desafío 100% interdisciplinario<br />
Tras haber completado los desarrollos anteriores, la Facultad de Ingeniería busca que la construcción de satélites pequeños en la UNLP se convierta en una práctica rutinaria y consistente.<br />
Para el USAT 2, el tamaño de la plataforma se definirá según los proyectos elegidos. Para ello se convoca a profesionales de diversas disciplinas como de ingeniería aeroespacial, electrónica, telecomunicaciones, computación, materiales, hidráulica, física, matemática y astronomía, entre otros.</p>
<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4cc.png" alt="📌" class="wp-smiley" style="height: 1em; max-height: 1em;" /> DATOS CLAVE DE LA CONVOCATORIA:<br />
• <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f465.png" alt="👥" class="wp-smiley" style="height: 1em; max-height: 1em;" /> ¿Quiénes pueden participan? Grupos de investigación de la UNLP e instituciones científicas y universitarias de todo el país.<br />
• <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> ¿Qué presentar? Propuestas de misiones científicas, cargas útiles o diseño de instrumentos para ser integrados al satélite.<br />
• <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Fecha límite: 14 de agosto de 2026.</p>
<p><strong>CONTACTO:</strong> <a href="mailto:usat@ing.unlp.edu.ar">usat@ing.unlp.edu.ar</a></p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16170" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1024x771.jpeg" alt="" width="750" height="565" class="alignnone size-large wp-image-16171" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-1024x771.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-300x226.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13-768x578.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.13.jpeg 1519w" sizes="auto, (max-width: 750px) 100vw, 750px" /><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16166" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16167" srcset="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1024x768.jpeg 1024w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-300x225.jpeg 300w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-768x576.jpeg 768w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14-1536x1152.jpeg 1536w, https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-20-at-10.36.14.jpeg 1600w" sizes="auto, (max-width: 750px) 100vw, 750px" /></p>
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		<title>El decano de Ingeniería Marcos Actis fue entrevistado por alumnos de una escuela rural</title>
		<link>https://ing.unlp.edu.ar/el-decano-de-ingenieria-marcos-actis-fue-entrevistado-por-alumnos-de-una-escuela-rural/</link>
		
		<dc:creator><![CDATA[Lucrecia Poteca]]></dc:creator>
		<pubDate>Wed, 20 May 2026 13:14:35 +0000</pubDate>
				<category><![CDATA[Institucional]]></category>
		<category><![CDATA[Redes]]></category>
		<guid isPermaLink="false">https://ing.unlp.edu.ar/?p=16158</guid>

					<description><![CDATA[El decano de la Facultad de Ingeniería, Marcos Actis, mantuvo una emotiva entrevista virtual con alumnos de 1° a 3° grado de la Escuela Primaria N° 2 de La Luisa, un establecimiento rural de Capitán Sarmiento. “Me mataron a preguntas sobre el espacio: cómo vivían los astronautas en las naves, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>El decano de la Facultad de Ingeniería, Marcos Actis, mantuvo una emotiva entrevista virtual con alumnos de 1° a 3° grado de la Escuela Primaria N° 2 de La Luisa, un establecimiento rural de Capitán Sarmiento.</p>
<p>“Me mataron a preguntas sobre el espacio: cómo vivían los astronautas en las naves, cómo salían los cohetes, cómo respiraban&#8230; ¡Un montón de cosas impactantes!”, relató el decano, quien fue contactado por mail por la docente Taina Damario para coordinar el encuentro.</p>
<p>Para sorpresa de Actis, los chicos no solo hicieron preguntas ingeniosas, sino que le contaron un experimento que hicieron en clase: con una cuchara con agua, sal, dos pilas y dos lápices (aprovechando que el grafito es conductor) lograron hacer electrólisis del agua.</p>
<p>“¡Salían burbujitas!, me decían re contentos”, recordó el decano.</p>
<p><strong>Alfabetización científica temprana</strong></p>
<p>Este cruce no fue casualidad. Marcos Actis es un fiel defensor de este concepto, el cual también llevó a la 50° Feria del Libro en la jornada de la Fundación YPF.</p>
<p>El decano enfatizó que la ciencia no debe ser una decisión de último momento: «Hay que pensar la alfabetización científica desde el jardín infantil, como ocurre con la conciencia sobre la basura. Hacer experiencias pilotos donde uno pueda hacer un seguimiento y ver cómo resultan estos chicos”.</p>
<p>Apostar a proyectos piloto y escuelas experimentales es el camino para despertar las vocaciones del futuro.</p>
<p><img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-19-at-10.54.10-1-1024x768.jpeg" alt="" width="750" height="563" class="alignnone size-large wp-image-16159" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-19-at-10.54.09-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16161" /> <img loading="lazy" decoding="async" src="https://ing.unlp.edu.ar/wp-content/uploads/2026/05/WhatsApp-Image-2026-05-19-at-10.54.10-768x1024.jpeg" alt="" width="370" height="1000" class="alignnone size-large wp-image-16160" /></p>
<p>&nbsp;</p>
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