Cursos Plataforma Ingenieros Formación Virtual. Inicio: 07/11/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño de la infraestructura de recarga del Vehículo Eléctrico según la ITC 52 del REBT.
- Curso: Autocad® 2022. Iniciación al dibujo para ingenieros.
- Curso: Diseño de útiles de procesado de chapa.
- Curso: Plantas satélites de Gas Natural Licuado.
- Curso: Informe de Evaluación de Edificios (IEE).
- Curso: Avanzado en instalaciones eléctricas industriales. Industria 4.0.
- Curso: Revit MEP + Introducción a Estructuras online.
- 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 Este enderezo de correo está a ser protexido dos robots de correo lixo. Precisa activar o JavaScript para velo.
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 17 de Octubre de 2022
Especialización BIM en modelado y gestión de edificios con Revit |
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Este curso es único en España, por integrar de manera práctica y completa todo el ciclo de vida de un proyecto BIM, pasando por el diseño conceptual del edificio, el modelado arquitectónico, de estructura y de instalaciones, la obtención de renders estáticos y dinámicos de nuestros modelos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
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Especialización BIM en Estructuras e Instalaciones con CYPE |
![](data:image/png;filename=300x150_cut_BIM_con_CYPE.png;base64,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Este curso es único en España, por integrar de manera práctica y completa desde el diseño conceptual del edificio, el desarrollo del cálculo de estructuras e instalaciones, mediciones y resto de documentos del proyecto y planificación, hasta la gestión y mantenimiento de activos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
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El Software Libre. Desarrollo de una web con WordPress |
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) 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Los Ingenieros Industriales realizan trabajos que requieren programas informáticos que con frecuencia son bastante costosos. Es muy posible que buena parte de estos programas tengan equivalentes (o incluso mejores) en los repositorios de Software Libre que existen. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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120 |
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Diseño de proyectos y prescripción de instalaciones domóticas KNX |
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) 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Un videocurso destinado a los que quieren iniciarse en los proyectos domóticos bajo el estándar internacional KNX y que permite obtener los conocimientos técnicos necesarios para proyectar, prescribir y dar dirección de obra en los mismos |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
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Neumática |
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) 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Un curso muy interesante y necesario para todo el personal relacionado con las instalaciones neumáticas y automáticas en la industria. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
90 |
Info |
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Eventos que darán comienzo desde el viernes, 14 de Octubre de 2022 al jueves, 20 de Octubre de 2022
De la Universidad al mundo laboral |
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) 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De la Universidad al mundo laboral: viralízate.¡Sesiones en metaverso! |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
5 |
10 |
18 de Octubre de 2022, 18:00 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 7 de Noviembre de 2022)
Cursos que darán comienzo el lunes 24 de Octubre de 2022
Cursos que darán comienzo el lunes 31 de Octubre de 2022
Eventos que darán comienzo desde el viernes, 28 de Octubre de 2022 al jueves, 3 de Noviembre de 2022
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