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)
Boletín de Cursos de COGITI Formación - Semana 16/2022
Este boletín proporciona la información de los cursos de la Plataforma de COGITI que tienen abierta su matrícula esta semana.
Nos gustaría informaros que podéis resolver las dudas que puedan surgir, referentes a la matriculación, contenido y/o desarrollo de los cursos en la propia plataforma de COGITI Formación https://www.cogitiformacion.es, en el teléfono 985 73 28 91, de lunes a viernes, o bien pueden ponerse en contacto enviando un mail a la dirección secretaria@cogitiformacion.es
Os recordamos igualmente que 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).
Cursos que darán comienzo el próximo lunes 18 de Abril de 2022
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Introducción al Lean Manufacturing |
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) 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Hoy en día la tendencia del mercado es a una gran variedad de productos para ofrecer al cliente y que sea el cliente el que decida las características, las cantidades y el momento de entrega. Para todo esto, las empresas deben hacer frente a esos cambios, a hacerse más flexibles para poder alcanzar |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
50 |
Info |
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Fabricación Aditiva (Impresión 3D) |
![](data:image/image/jpeg;base64,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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 |
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120 |
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 |
60 |
Info |
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Autocad® 2022. Iniciación al dibujo para ingenieros. |
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) 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AutoCAD es un software reconocido a nivel internacional por sus amplias capacidades de edición, que hacen posible el dibujo digital de planos o la recreación de imágenes en 3D |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
120 |
Info |
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Eventos que darán comienzo desde el jueves, 14 de Abril de 2022 al miercoles, 20 de Abril de 2022
Cursos que abren matrícula esta semana
(comienzo el 9 de Mayo de 2022)
Cursos que darán comienzo el lunes 25 de Abril de 2022
Cursos que darán comienzo el lunes 2 de Mayo de 2022
Eventos que darán comienzo desde el jueves, 28 de Abril de 2022 al miercoles, 4 de Mayo de 2022
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