Cursos Plataforma Ingenieros Formación Virtual. Inicio: 23/10/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Auditor de sistemas integrados de gestión.
- Curso: Autocad® 2022. Iniciación al dibujo para ingenieros.
- Curso: Proyectos de reforma y completado de vehículos.
- Curso: Aplicación práctica del Doc. Básico de Seguridad contra incendios y del Doc. de Seguridad de Utilización del CTE.
- Curso: Reglamento de instalaciones de protección contra incendios R.D. 513/2017.
- Curso: Programación estructurada en CODESYS.
- Curso: Técnicas de Drenaje Sostenible con SWMM.
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 2 de Octubre de 2023
Especialización BIM en Estructuras e Instalaciones con CYPE |
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Este curso es único en España, por integrar de manera práctica y completa desde el diseño conceptual del edificio, el desarrollo del cálculo de estructuras e instalaciones, mediciones y resto de documentos del proyecto y planificación, hasta la gestión y mantenimiento de activos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
|
|
MS Project |
![](data:image/png;filename=300x150_cut_2001.png;base64,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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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Gestión de la Producción |
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) 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Ser capaces de identificar mejoras, reducir despilfarros, trabajar en equipo y ser flexibles, gestionar la producción, buscar, resolver cuellos de botella y planificar materiales, horas, recursos, etc. hará que nuestras empresas sean más competitivas y diferenciadas, reduciendo costes. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
50 |
Info |
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Curso Superior de energía eólica |
![](data:image/jpeg;filename=300x150_cut_eolica.jpg;base64,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) 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Según numerosos estudios, el sector de la energía eólica crea entre dos y cinco veces más puestos de trabajo que las fuentes energéticas convencionales. |
Semanas |
Horas Lectivas |
Información y Matrícula |
20 |
400 |
Info |
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Experto en Seguridad Contra Incendios |
![](data:image/jpeg;filename=300x150_cut_incendio_industrial.jpg;base64,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) 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Este curso permite adquirir los conocimientos básicos para el desarrollo de una carrera profesional vinculada a la seguridad contra incendios. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
60 |
Info |
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Normativa de Seguridad Industrial |
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) 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Las instalaciones industriales afectada por esta normativa de seguridad son aquellas existentes en edificios tanto industriales como no industriales |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 23 de Octubre de 2023)
Cursos que darán comienzo el lunes 9 de Octubre de 2023
Cursos que darán comienzo el lunes 16 de Octubre de 2023
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