Cursos Plataforma Ingenieros Formación Virtual. Inicio: 06/02/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Certificación Energética de Edificios Nuevos y Existentes.
- Curso: Herramientas colaborativas y trabajo en la nube.
- Curso: Perito Judicial en Prevención de Riesgos Laborales.
- Curso: Hidráulica aplicada. Conducciones y estaciones de bombeo.
- Curso: Automatismos eléctricos industriales. Elementos y simulación práctica.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Autómatas programables PLC en aplicaciones de automatización 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 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
Cursos que darán comienzo el próximo lunes 16 de Enero 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 |
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60 |
Info |
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Vigilancia Ambiental |
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La evaluación de impacto ambiental intenta constituir el instrumento más adecuado para la preservación de los recursos naturales y la defensa del medio ambiente, siempre apoyándose en la Ley 21/2013, de 9 de diciembre, de evaluación ambiental. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Formas Jurídicas y Fiscalidad |
![](data:image/jpeg;filename=300x150_cut_formas_juridicas.jpg;base64,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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 |
6 |
120 |
Info |
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Fundamentos de la gestión de proyectos (Project Management Basics) |
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) 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La necesaria mejora de la competitividad de las empresas de ingeniería pasa por una adecuada gestión de sus proyectos, encaminada a lograr la máxima eficiencia en el uso de sus recursos (técnicos y humanos) y la satisfacción de sus clientes. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
60 |
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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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Eventos que darán comienzo desde el viernes, 27 de Enero de 2023 al jueves, 2 de Febrero de 2023
Atmósferas Explosivas |
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El curso consta de un tema de introducción donde se dan unos conceptos generales para así poder entender, desarrollar y controlar estos sucesos previsibles bajo la actuación del marco reglamentario que se da en la normativa UNE-EN 60079-10-1 |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
7 |
20 |
30 de Enero de 2023, 16:00 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 6 de Febrero de 2023)
Cursos que darán comienzo el lunes 23 de Enero de 2023
Cursos que darán comienzo el lunes 30 de Enero de 2023
Eventos que darán comienzo desde el viernes, 27 de Enero de 2023 al jueves, 2 de Febrero de 2023
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