Cursos Plataforma Ingenieros Formación Virtual. Inicio: 02/01/23.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño y cálculo de estructuras de hormigón con CYPECAD.
- Curso: Experto en gestión y negociación de contratos de energía.
- Curso: Emprender con Calidad.
- Curso: Certificados B.T. y Memorias Técnicas de Diseño.
- Curso: Superior de energía eólica.
- Curso: Perfeccionamiento en el cálculo de instalaciones en Baja tensión.
- Curso: Normativa sobre equipos a presión: RD 709/2015 sobre fabricación y RD 809/2021 sobre instalación de equipos a presión.
- Curso Profesional.
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 12 de Diciembre de 2022
Logística Integral |
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) 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En un mundo cada vez más cambiante las empresas deben poseer una organización ágil que les permita controlar y gestionar cada uno de sus procesos logísticos |
Semanas |
Horas Lectivas |
Información y Matrícula |
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120 |
Info |
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Las 5S, Herramienta de Lean Manufacturing |
![](data:image/png;filename=300x150_cut_201901.png;base64,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) 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Cada vez existe más competencia y más variedades de productos en el mercado por lo que se requiere que los tiempos de fabricación sean cada vez más cortos permitiendo mayor variedad de referencias de fabricación y mejoras de producción. Utilizar las 5S contribuye a esa reducción de tiempos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
50 |
Info |
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Peritaciones e investigación y reconstrucción de accidentes de tráfico |
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) 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La nueva Ley de Enjuiciamiento Civil ha reforzado mucho la labor del Perito de cara a procedimientos judiciales. La prueba pericial es una herramienta muy solicitada actualmente por abogados y el perfil de Ingeniero o Técnico es el idóneo para afrontar con garantía esta labor. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Estudios acústicos para actividades |
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) 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En los planes de estudios, la formación del Ingeniero Técnico Industrial en ingeniería acústica es mínima o inexistente. Esto impide el correcto manejo de la legislación y la realización de informes técnicos para la evaluación sonora de actividades. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
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Info |
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Proyectos de iluminación interior y exterior con DIALUX |
![](data:image/jpeg;filename=300x150_cut_dialux.jpg;base64,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) 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La iluminación tiene gran influencia en la percepción de un proyecto constructivo y normalmente es una gran desconocida. Los últimos avances en iluminación LED y la implantación de medidas de eficiencia, hacen que la iluminación cobre una relevancia que antes pasaba desapercibida. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
100 |
Info |
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Eventos que darán comienzo desde el sábado, 28 de Enero de 2023 al viernes, 3 de Febrero de 2023
Atmósferas Explosivas |
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El curso consta de un tema de introducción donde se dan unos conceptos generales para así poder entender, desarrollar y controlar estos sucesos previsibles bajo la actuación del marco reglamentario que se da en la normativa UNE-EN 60079-10-1 |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
7 |
20 |
30 de Enero de 2023, 16:00 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 2 de Enero de 2023)
Cursos que darán comienzo el lunes 19 de Diciembre de 2022
Cursos que darán comienzo el lunes 26 de Diciembre de 2022
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