Cursos Plataforma Ingenieros Formación Virtual. Inicio: 03/10/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Experto en gestión y negociación de contratos de energía.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Hidráulica.
- Curso: Preparación de las Certificaciones PMP Y CAPM para técnicos.
- Curso: Gestión integral del mantenimiento.
- Curso: Diseño y cálculo de estructuras de acero según EN 1993.
- Curso: Subestaciones eléctricas de Alta Tensión.
Acceso a la Plataforma Ingenieros Formación Virtual
Para resolver las dudas que puedan surgir, referentes a la matriculación, contenido y/o desarrollo de los cursos se puede consultar la propia plataforma de COGITI Formación o llamar al teléfono 985 73 28 91, de lunes a viernes, o bien ponerse en contacto enviando un mail a la dirección Esta dirección de correo electrónico está siendo protegida contra los robots de spam. Necesita tener JavaScript habilitado para poder verlo.
Los colegiados que se encuentren en situación de desempleo, los colegiados en situación de ERE/ERTE y los colegiados autónomos y trabajadores por cuenta ajena (en función de su renta anual) pueden obtener una beca por valor del 50% del precio para colegiado, totalizando un 75% de descuento.
Los cursos que oferta la plataforma de formación e-learning de COGITI pueden ser bonificados con cargo a los créditos que todas las empresas disponen para formación y que gestiona la Fundación Estatal para la Formación en el Empleo (antigua Fundación Tripartita).
Más información sobre la Plataforma Ingenieros Formación Virtual
Cursos que darán comienzo el próximo lunes 12 de Septiembre de 2022
Certificación Energética de Edificios Nuevos y Existentes |
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) 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En el presente curso se abordarán los procedimientos para la certificación energética de los edificios así como el aprendizaje del uso de las herramientas de apoyo reconocidas por el Ministerio para la Transición Ecológica y el Reto Demográfico. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
80 |
Info |
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Caneco Implantation |
![](data:image/png;filename=300x150_cut_Imagen_CanecoIMPLAN_COGITI_ok.png;base64,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) 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Caneco Implantation es un aplicativo AutoCAD®/AutoCAD MEP® que permite la inserción de material eléctrico al igual que el cableado automático en un dibujo AutoCAD. Junto con Caneco BT (motor de cálculo eléctrico), permite igualmente dimensionar la instalación. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
60 |
Info |
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Simulación y Cálculo estructural mediante elementos finitos con Altair HyperWorks |
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) 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El uso de Simulación mediante el Método de Elementos Finitos (FEM), permite predecir el comportamiento de fenómenos o sucesos, sin recurrir a ensayos físicos. Se usa para múltiples análisis en todas las industrias como aeronáutica, automoción, industria pesada, electrónica, medicina, etc. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
100 |
Info |
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Automatización: sensores, instrumentos y tecnologías aplicadas |
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) 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El desarrollo tecnológico actual permíte disponer de nuevos sensores, instrumentos, microprocesadores, así como técnicas de computación y comunicaciones más avanzadas. Su incorporación en la industria y maquinaria permite diseñar, innovar y fabricar garantizando una mayor calidad del producto, con |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
120 |
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Arduino, electrónica y programación |
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) 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Arduino es una plataforma libre, educativa y de desarrollo que se ha convertido en un referente en cuanto hardware libre. Por su filosofía, comunidad, tecnología y plataformas disponibles es una herramienta básica en el movimiento maker, docencia, el IoT, prototipado e industria 4.0 |
Semanas |
Horas Lectivas |
Información y Matrícula |
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Electricidad Industrial |
![](data:image/jpeg;filename=300x150_cut_electricidad_Industrial_2.jpg;base64,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) 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En la industria y grandes instalaciones, el equipamiento eléctrico es fundamental en la continuidad del servicio o de la producción. Normalmente reservado a profesionales especializados, con frecuencia profesionales de otros sectores deben mantener instalaciones eléctricas de gran potencia. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Auditorías Energéticas |
![](data:image/jpeg;filename=300x150_cut_auditorias_energeticas2.jpg;base64,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) 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El primer punto para poder saber donde ahorrar es saber en qué punto estamos. Por eso una auditoria energética es básica para realizar un mapa energético de la situación actual de un edificio. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Curso Profesional |
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) 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Aprender capacidades y conocimientos específicos en materia profesional, es para los Graduados en Ingeniería de la Rama Industrial e Ingenieros Técnicos Industriales tan importante como los conocimientos técnicos para desenvolverse en el mercado. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
100 |
Info |
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Eventos que darán comienzo desde el viernes, 9 de Septiembre de 2022 al jueves, 15 de Septiembre de 2022
Ciberseguridad para Despachos Profesionales |
![](data:image/png;filename=300x150_cut_2085.png;base64,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) 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La ciberseguridad es un factor diferenciador para la empresa al generar confianza en clientes y proveedores |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
1 |
4 |
14 de Septiembre de 2022, 16:30 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 3 de Octubre de 2022)
Cursos que darán comienzo el lunes 19 de Septiembre de 2022
Cursos que darán comienzo el lunes 26 de Septiembre de 2022
Eventos que darán comienzo desde el viernes, 23 de Septiembre de 2022 al jueves, 29 de Septiembre de 2022
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