Cursos Plataforma Ingenieros Formación Virtual. Inicio: 09/10/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Proyectos de iluminación interior y exterior con DIALUX.
- Curso: Diseño e inspección de instalaciones eléctricas de Alta Tensión según el nuevo Reglamento R.D. 337/2014.
- Curso: Certificados B.T. y Memorias Técnicas de Diseño.
- Curso: Diseño de circuitos impresos (PCBs).
- Curso: Hidráulica aplicada. Conducciones y estaciones de bombeo.
- Curso: Realización de Expedientes de Marcado CE de maquinaria y productos de construcción.
- Curso: Tecnología de Hidrógeno.
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 Septiembre de 2023
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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Logística Integral |
![](data:image/jpeg;filename=300x150_cut_logistica_integral.jpg;base64,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) 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En un mundo cada vez más cambiante las empresas deben poseer una organización ágil que les permita controlar y gestionar cada uno de sus procesos logísticos |
Semanas |
Horas Lectivas |
Información y Matrícula |
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120 |
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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Gestión integral del mantenimiento |
![](data:image/jpeg;filename=300x150_cut_gestion_integral_de_mantenimiento.jpg;base64,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) 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El curso enseña las principales estrategias y herramientas que permiten optimizar la gestión del mantenimiento no sólo en los aspectos técnicos sino en los relacionados con la gestión de las personas, los costes y la seguridad. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Electricidad Industrial |
![](data:image/jpeg;filename=300x150_cut_electricidad_Industrial_2.jpg;base64,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) 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En la industria y grandes instalaciones, el equipamiento eléctrico es fundamental en la continuidad del servicio o de la producción. Normalmente reservado a profesionales especializados, con frecuencia profesionales de otros sectores deben mantener instalaciones eléctricas de gran potencia. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 9 de Octubre de 2023)
Cursos que darán comienzo el lunes 25 de Septiembre de 2023
Cursos que darán comienzo el lunes 2 de Octubre de 2023
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