Cursos Plataforma Ingenieros Formación Virtual. Inicio: 08/01/24.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Cálculo y diseño de instalaciones eléctricas de Baja Tensión.
- Curso: Diseño e inspección de líneas eléctricas de Alta Tensión según el Reglamento R.D. 223/200.
- Curso: Certificados B.T. y Memorias Técnicas de Diseño.
- Curso: Seguridad en atmósferas explosivas. Elaboración del Documento de Protección Contra Explosiones.
- Curso: Plantas satélites de Gas Natural Licuado.
- Curso: Fabricación Aditiva (Impresión 3D).
- Curso: Inventor 2020, Diseño Paramétrico e Iniciación al Análisis De Tensiones.
- Curso: Introducción al Lean Manufacturing.
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 Diciembre de 2023
Subestaciones eléctricas de Alta Tensión |
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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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Válvulas de control hidráulico |
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) 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La válvula de control hidráulico cubre todos los requisitos de los procesos hidráulicos (nivel, presión y caudal). Sólo requiere un tipo de energía, la presión hidráulica, por lo que es insensible a las averías eléctricas, neumáticas y oleo-hidráulicas de otras válvulas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
45 |
Info |
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Diseño y cálculo de instalaciones de energía solar térmica |
![](data:image/jpeg;filename=300x150_cut_energia_solar_termica.jpg;base64,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) 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Este curso, tiene como finalidad comprender y aplicar las reglas de diseño y legalización, aplicando la normativa que le sea de aplicación. Aporta las fórmulas y criterios necesarios para realizar un dimensionado correcto de las instalaciones, tanto para ACS como para piscinas climatizadas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Curso Profesional |
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) 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Aprender capacidades y conocimientos específicos en materia profesional, es para los Graduados en Ingeniería de la Rama Industrial e Ingenieros Técnicos Industriales tan importante como los conocimientos técnicos para desenvolverse en el mercado. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 8 de Enero de 2024)
Cursos que darán comienzo el lunes 25 de Diciembre de 2023
Cursos que darán comienzo el lunes 1 de Enero de 2024
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