Cursos Plataforma on-line del COGITI. Inicio: 12/09/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Profesional.
- Curso: Auditorías Energéticas.
- Curso: Diseño y cálculo de instalaciones de almacenamiento y distribución de gases combustibles.
- Curso: Electricidad Industrial.
- Curso: Automatización: sensores, instrumentos y tecnologías aplicadas.
- Curso: Arduino, electrónica y programación.
- Curso: Simulación y Cálculo estructural mediante elementos finitos con Altair HyperWorks.
- Curso: Cálculo de instalaciones eléctricas de baja tensión con Caneco BT.
- Curso: Caneco Implantation.
- Curso: Certificación Energética de Edificios Nuevos y Existentes.
Acceso a la Plataforma de Formación on-line del COGITI
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 de Formación on-line del COGITI
Cursos que darán comienzo el próximo lunes 22 de Agosto de 2022
Revit Mediciones y Presupuestos + Representación de Planos |
![](data:image/jpeg;filename=300x150_cut_Imagen_presupuestos.jpg;base64,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) 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El conocimiento de modelado en Revit debe ser implementado con la obtención de planimetrías y mediciones del mismo, que den lugar a formalización completa del proyecto. El uso de Revit uso será de obligado cumplimiento en España a partir del próximo año 2018 |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
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Programación estructurada en CODESYS |
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) 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Abandonar los sistemas cableados para dar paso a sistemas programados basados en la utilización de PLC, es lo que se pretende con este curso. Para esto, es necesario el conocimiento de las técnicas de programación de los mismos, así como de actualizarse respecto de las nuevas tendencias y normativas |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
80 |
Info |
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Diseño de sistemas de evacuación de humos UNE 23585 |
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) 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El diseño e Instalación de sistemas de evacuación de humos es necesario en multitud de edificios y no se contempla en la formación de los técnicos encargados de realizarlo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
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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Eventos que darán comienzo desde el viernes, 9 de Septiembre de 2022 al jueves, 15 de Septiembre de 2022
Ciberseguridad para Despachos Profesionales |
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) 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La ciberseguridad es un factor diferenciador para la empresa al generar confianza en clientes y proveedores |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
1 |
4 |
14 de Septiembre de 2022, 16:30 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 12 de Septiembre de 2022)
Cursos que darán comienzo el lunes 29 de Agosto de 2022
Cursos que darán comienzo el lunes 5 de Septiembre de 2022
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