Cursos Plataforma Ingenieros Formación Virtual. Inicio: 10/04/23.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Profesional.
- Curso: Diseño, mantenimiento y verificación de líneas de Alta Tensión y Centros de Transformación.
- Curso: Automatismos eléctricos industriales. Elementos y simulación práctica.
- Curso: Diseño de la infraestructura de recarga del Vehículo Eléctrico según la ITC 52 del REBT.
- Curso: Normativa de Seguridad Industrial.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Diseño y cálculo de estructuras de acero según EN 1993.
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
Formación Subvencionada. Metodología BIM aplicada a la Contratación Pública Ministerio de transportes, movilidad y agenda urbana
![](https://www.ingenierosformacion.com/uploads/massmail/logo-ministerio-transportes.png) |
Acorde a la Orden TMA/94/2021 de 22 de enero, por la que se establecen las bases reguladoras para la concesión de subvenciones públicas para la formación de metodología BIM aplicada a la contratación pública (BOE de 6 de febrero de 2021) |
Cursos que darán comienzo el próximo lunes 20 de Marzo de 2023
Formas Jurídicas y Fiscalidad |
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) 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Cualquier persona que tenga una relación responsable con su empresa debe tener unos conocimientos mínimos de las formas jurídicas que pueden tener las empresas y de su fiscalidad. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
70 |
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 |
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120 |
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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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Certificados B.T. y Memorias Técnicas de Diseño |
![](data:image/jpeg;filename=300x150_cut_certificados_bt.jpg;base64,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) 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La entrada en vigor del actual Reglamento Electrotécnico para Baja Tensión, supuso cambios importantes en las instalaciones eléctricas, no sólo en su concepción y realización, sino también en la tramitación necesaria para su puesta en marcha. |
Semanas |
Horas Lectivas |
Información y Matrícula |
3 |
40 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 10 de Abril de 2023)
Cursos que darán comienzo el lunes 27 de Marzo de 2023
Cursos que darán comienzo el lunes 3 de Abril de 2023
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