Cursos Plataforma on-line del COGITI. Inicio: 13/06/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2016_formacion_cogiti.png)
- Curso: Diseño y modelado de superficies avanzadas con CATIA V5.
- Curso: Arduino, electrónica y programación.
- Curso: Fundamentos de la gestión de proyectos.
- Curso: Reformas y homologaciones. Nuevo reglamento 168/2013 para motocicletas: Categoría L, Quads y UTV.
- Curso: Experto en equipos de medida y tarificación eléctrica.
- Curso: Cálculo y diseño de instalaciones eléctricas de Baja Tensión.
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 23 de Mayo de 2022
Catia V5. Nivel Iniciación |
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El dominio de CATIA es un requisito solicitado en las ofertas para trabajos de oficina técnica e ingeniería de diseño, análisis y producción. Hay una elevada demanda de profesionales que dominen esta herramienta CAD |
Semanas |
Horas Lectivas |
Información y Matrícula |
10 |
150 |
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 y gestión de proyectos mediante sistema BIM. Aplicación con REVIT |
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) 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El Building Information Modeling es una tecnología ya veterana en muchos países desarrollados, pero incipiente en España. Las ventajas que esta tecnología propone son más que suficientes como para presumir que se implantará extensa y rápidamente en nuestro país. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
75 |
Info |
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Proyectos de reforma y completado de vehículos |
![](data:image/jpeg;filename=300x150_cut_reforma_vehiculos.jpg;base64,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) 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El presente curso es eminentemente práctico y está enfocado a la realización de proyectos de reforma y completado de vehículos, y cuenta con el aval de los más de 1000 alumnos que lo han realizado satisfactoriamente desde su inicio en el año 2015. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
110 |
Info |
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Eventos que darán comienzo desde el viernes, 20 de Mayo de 2022 al jueves, 26 de Mayo de 2022
Cursos que abren matrícula esta semana (comienzo el 13 de Junio de 2022)
Cursos que darán comienzo el lunes 30 de Mayo de 2022
Cursos que darán comienzo el lunes 6 de Junio de 2022
Eventos que darán comienzo desde el viernes, 3 de Junio de 2022 al jueves, 9 de Junio de 2022
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