Cursos Plataforma Ingenieros Formación Virtual. Inicio: 08/04/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Finanzas empresariales para técnicos.
- Curso: Diseño e inspección de instalaciones eléctricas de Alta Tensión según el nuevo Reglamento R.D. 337/2014.
- Curso: Estudios acústicos para actividades.
- Curso: Reformas y homologaciones. Nuevo reglamento 168/2013 para motocicletas: Categoría L, Quads y UTV.
- Curso: Reglamento de instalaciones de protección contra incendios R.D. 513/2017.
- Curso: Especialización BIM en Estructuras e Instalaciones con CYPE.
- Curso: Catia V5. Nivel Iniciación.
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 18 de Marzo 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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Subestaciones eléctricas de Alta Tensión |
![](data:image/png;filename=300x150_cut_2099.png;base64,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El primer eslabón de la cadena de distibución son las subestaciones eléctricas por lo que su importancia es capital en los sistemas eléctricos de potencia. |
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 |
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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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Auditor de sistemas integrados de gestión |
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) 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Este curso permitirá conocer las técnicas y herramientas utilizadas para la auditoría de los sistemas de gestión más comunes en las empresas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
10 |
175 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 8 de Abril de 2024)
Cursos que darán comienzo el lunes 25 de Marzo de 2024
Cursos que darán comienzo el lunes 1 de Abril de 2024
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