Cursos Plataforma Ingenieros Formación Virtual. Inicio: 31/07/23
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño y gestión de proyectos mediante sistema BIM. Aplicación con REVIT.
- Curso: Cálculo y diseño de instalaciones de energía solar térmica para ACS.
- Curso: Diseño y mantenimiento de instalaciones de energía solar fotovoltaica.
- Curso: Experto en Seguridad Contra Incendios.
- Curso: Gestión de la Producción.
- Curso: Avanzado en instalaciones eléctricas industriales. Industria 4.0.
- Curso: Programación estructurada en CODESYS.
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 10 de Julio de 2023
Emprender con Calidad |
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Emprender un negocio a partir de una idea siempre ha sido una forma de crear empresas, crear autoempleo, emplear a otros y generar bienestar económico para la sociedad. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
70 |
Info |
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Gestión integral del mantenimiento |
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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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Diseño de circuitos impresos (PCBs) |
![](data:image/jpeg;filename=300x150_cut_pcb.jpg;base64,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) 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Existe un interés creciente por el desarrollo de electrónica orientada a controlar “cualquier cosa”. Cuando todo se tiende a conectar a internet, el uso de sensores en combinación con circuitos electrónicos posibilita el control de cualquier dispositivo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
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Diseño y cálculo de estructuras de hormigón con CYPECAD |
![](data:image/jpeg;filename=300x150_cut_hormigon.jpg;base64,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) 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Tradicionalmente las estructuras de hormigón han sido más utilizadas por otros técnicos, ciñéndose más la profesión nuestra a las estructuras metálicas. Con los nuevos cambios administrativos, estas estructuras pueden ser un gran nicho de mercado para los I.T.I. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
75 |
Info |
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Planes de Autoprotección según R.D. 393/2007 |
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) 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La Norma Básica de Autoprotección exige que estos planes estén redactados por técnicos competentes, que estén capacitados para dictaminar sobre aquellos aspectos relacionados con la autoprotección, frente a los riesgos a los que esté sujeta la actividad |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
50 |
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Cursos que abren matrícula esta semana (comienzo el 31 de Julio de 2023)
Cursos que darán comienzo el lunes 17 de Julio de 2023
Cursos que darán comienzo el lunes 24 de Julio de 2023
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