Cursos Plataforma Ingenieros Formación Virtual. Inicio: 10/06/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Experto en equipos de medida y tarificación eléctrica.
- Curso: Experto en gestión y negociación de contratos de energía.
- Curso: Diseño e inspección de instalaciones eléctricas de Alta Tensión según el nuevo Reglamento R.D. 337/2014.
- Curso: Eficiencia energética en instalaciones de alumbrado exterior.
- Curso: Diseño de la infraestructura de recarga del Vehículo Eléctrico según la ITC 52 del REBT.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Electricidad Industrial.
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 20 de Mayo de 2024
Inteligencia Artificial y Machine Learning sin programación |
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) 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La Inteligencia Artificial (IA), en sus distintas vertientes y aplicaciones, tiene el poder de transformar las empresas -pequeñas y grandes- al ofrecer nuevas oportunidades de trabajo al crearse nuevos roles, específicos de estas disciplinas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Diseño de útiles de procesado de chapa |
![](data:image/jpeg;filename=300x150_cut_chapa.jpg;base64,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) 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El sector de la mecánica de precisión actualmente presenta posibilidades de crecimiento y competitividad; no sólo en automoción, sino también en nuevas tecnologías, energías sostenibles, biotecnología o aeroespacio que requieren también de éstas competencias. |
Semanas |
Horas Lectivas |
Información y Matrícula |
12 |
120 |
Info |
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Peritaciones e investigación y reconstrucción de accidentes de tráfico |
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) 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La nueva Ley de Enjuiciamiento Civil ha reforzado mucho la labor del Perito de cara a procedimientos judiciales. La prueba pericial es una herramienta muy solicitada actualmente por abogados y el perfil de Ingeniero o Técnico es el idóneo para afrontar con garantía esta labor. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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La corrosión. La protección catódica |
![](data:image/jpeg;filename=300x150_cut_la_corrosion.jpg;base64,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) 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En la industria se pierden miles de millones de euros por la corrosión, del orden del 8% del PIB de los países. Aplicando las técnicas de protección que se conocen en la actualidad y que están debidamente experimentadas, se conseguirán ahorros considerables. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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Info |
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Normativa de Seguridad Industrial |
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) 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Las instalaciones industriales afectada por esta normativa de seguridad son aquellas existentes en edificios tanto industriales como no industriales |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Proyectos de iluminación interior y exterior con DIALUX |
![](data:image/jpeg;filename=300x150_cut_dialux.jpg;base64,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) 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La iluminación tiene gran influencia en la percepción de un proyecto constructivo y normalmente es una gran desconocida. Los últimos avances en iluminación LED y la implantación de medidas de eficiencia, hacen que la iluminación cobre una relevancia que antes pasaba desapercibida. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 10 de Junio de 2024)
Cursos que darán comienzo el lunes 27 de Mayo de 2024
Cursos que darán comienzo el lunes 3 de Junio de 2024
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