Cursos Plataforma Ingenieros Formación Virtual. Inicio: 05/12/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Profesional.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Diseño y cálculo de instalaciones de almacenamiento y distribución de gases combustibles.
- Curso: Gestión de la Producción.
- Curso: MS Project.
- Curso: Aplicación práctica del nuevo Reglamento de seguridad para instalaciones frigoríficas RD 552/2019.
- Curso: Electromedicina: instalación y mantenimiento de equipos médico-hospitalarios.
- Curso: Logística Integral.
- Curso: Cálculo de instalaciones eléctricas de baja tensión con Caneco BT.
- Curso: Caneco Implantation.
- Curso: Inglés.
- Curso: Alemán.
- Curso: Inglés 1:1.
- Curso: Alemán 1:1.
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 14 de Noviembre de 2022
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 |
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Marketing Digital |
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) 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El nuevo ecosistema digital ha generado un nuevo tipo de consumidor más exigente y consciente de su poder frente a las marcas. Por eso ya no sirven los métodos tradicionales venta y es necesario plantearse la comunicación online en las organizaciones. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
50 |
Info |
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Diseño y modelado de superficies avanzadas con CATIA V5 |
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) 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El módulo de superficies de CATIA “Generatve Shape Design” se ha consolidado como el módulo de diseño paramétrico mediante el uso de superficies más utilizado a nivel mundial en los sectores del automóvil y aeronáutica entre otros. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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La felicidad como eje transversal de la vida |
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) 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Actualmente, muchos profesionales dedican muchas horas al trabajo, descuidando así otras áreas de la vida. Esta situación, si no se controla adecuadamente, podría producir efectos indeseados. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
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 |
Info |
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Eventos que darán comienzo desde el viernes, 18 de Noviembre de 2022 al jueves, 24 de Noviembre de 2022
Atmósferas Explosivas |
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El curso consta de un tema de introducción donde se dan unos conceptos generales para así poder entender, desarrollar y controlar estos sucesos previsibles bajo la actuación del marco reglamentario que se da en la normativa UNE-EN 60079-10-1 |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
10 |
20 |
22 de Noviembre de 2022, 16:00 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 5 de Diciembre de 2022)
Cursos que darán comienzo el lunes 21 de Noviembre de 2022
Eventos que darán comienzo desde el viernes, 18 de Noviembre de 2022 al jueves, 24 de Noviembre de 2022
Cursos que darán comienzo el lunes 28 de Noviembre de 2022
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