Cursos Plataforma Ingenieros Formación Virtual. Inicio: 01/04/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Normativa de Seguridad Industrial.
- Curso: PLCs, programación lineal y estructurada (Step7 Siemens).
- Curso: Experto en Seguridad Contra Incendios.
- Curso: Diseño y cálculo de instalaciones de almacenamiento y distribución de gases combustibles.
- Curso: Fabricación Aditiva (Impresión 3D).
- Curso: Avanzado en instalaciones eléctricas industriales. Industria 4.0.
- Curso: Implantación del Sistema de Gestión de Seguridad y Salud en el Trabajo según ISO 45001.
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 11 de Marzo de 2024
MS Project |
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La realización del curso permitirá al alumno adquirir las competencias necesarias para utilizar Microsoft Project y realizar la planificación, seguimiento y cierre de sus proyectos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
10 |
120 |
Info |
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Ingeniería de Diagnosis de Maquinaria. Análisis de Vibraciones. |
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) 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El ingeniero de diagnosis es un perfil muy demandado en todas las industrias debido a su formación especializada para predecir futuras averías en las maquinas, reduciendo costes y mejorando el rendimiento de las instalaciones. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
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 |
Info |
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REVIT + MEP instalaciones |
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) 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El conocimiento de Revit Architecture y Revit MEP es un importante paso a la hora de introducirnos como técnicos en el mundo BIM (Building lnformation Modeling), tecnología muy conocida en varios países americanos y europeos, pero de reciente aparición en España. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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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 1 de Abril de 2024)
Cursos que darán comienzo el lunes 18 de Marzo de 2024
Cursos que darán comienzo el lunes 25 de Marzo de 2024
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