Cursos Plataforma on-line del COGITI. Inicio: 15/08/22.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Reglamento de Baja Tensión RD. 842/2002.
- Curso: Planes de Autoprotección según R.D. 393/2007.
- Curso: Formas Jurídicas y Fiscalidad.
- Curso: Informe de Evaluación de Edificios (IEE).
- Curso: Aplicación práctica del nuevo Reglamento de Almacenamiento de Productos Químicos R.D. 656/2017.
- Curso: Tratamientos térmicos de los aceros.
- Curso: Instalaciones para suministro a vehículos según la MI-IP 04 del nuevo R.D. 706/2017.
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 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 de Formación on-line del COGITI
Cursos que darán comienzo el próximo lunes 25 de Julio de 2022
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Fabricación Aditiva (Impresión 3D) |
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) 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La Fabricación Aditiva es una nueva tecnología imprescindible para todos aquellos ingenieros que estén trabajando o piensen orientar su carrera a cualquiera de los ámbitos de la Industria, desde la industria mecánica, de la automoción, las máquinas, la aeroespacial, biomecánica, y un largo etc. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
120 |
Info |
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Eficiencia energética en instalaciones de alumbrado exterior |
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) 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La iluminación influye enormemente en la percepción de un proyecto constructivo y es un aspecto usualmente desconocido por los profesionales. Los avances en iluminación LED hacen que un estudio de eficiencia energética sobre instalaciónes de alumbrado exterior cobre gran relevancia. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
80 |
Info |
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Diseño y cálculo de instalaciones de energía solar térmica |
![](data:image/jpeg;filename=300x150_cut_energia_solar_termica.jpg;base64,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) 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Este curso, tiene como finalidad comprender y aplicar las reglas de diseño y legalización, aplicando la normativa que le sea de aplicación. Aporta las fórmulas y criterios necesarios para realizar un dimensionado correcto de las instalaciones, tanto para ACS como para piscinas climatizadas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Finanzas empresariales para técnicos |
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) 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La situación actual lleva a que casi todas las personas que componen las organizaciones empresariales deban tener conocimientos de las herramientas fundamentales con las que se rige el mundo de las finanzas empresariales. |
Semanas |
Horas Lectivas |
Información y Matrícula |
9 |
90 |
Info |
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Eventos que darán comienzo desde el viernes, 9 de Septiembre de 2022 al jueves, 15 de Septiembre de 2022
Ciberseguridad para Despachos Profesionales |
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) 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La ciberseguridad es un factor diferenciador para la empresa al generar confianza en clientes y proveedores |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
1 |
4 |
14 de Septiembre de 2022, 16:30 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 15 de Agosto de 2022)
Cursos que darán comienzo el lunes 1 de Agosto de 2022
Cursos que darán comienzo el lunes 8 de Agosto de 2022
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