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Boletín de Cursos de la Plataforma de Formación Virtual Ingenieros Formación - Semana 09/2023
Este boletín proporciona la información de los cursos de la Plataforma de Formación Virtual https://www.ingenierosformacion.com 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 Formación Virtual https://www.ingenierosformacion.com, en el teléfono 985 73 28 91, de lunes a viernes, o bien pueden ponerse en contacto enviando un mail a la dirección secretaria@ingenierosformacion.com
Os recordamos igualmente que los cursos que oferta la plataforma de Formación virtual https://www.ingenierosformacion.com 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 27 de Febrero de 2023
Cálculo de la Huella de Carbono Corporativa |
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) 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El Curso de Cálculo de la Huella de Carbono Corporativa, proporciona a su alumnado los conocimientos necesarios para que pueda realizar un inventario de emisiones de gases de efecto invernadero (GEI). |
Semanas |
Horas Lectivas |
Información y Matrícula |
3 |
50 |
Info |
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Asesor Técnico Ambiental |
![](data:image/image/jpeg;base64,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) 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Los cambios producidos en los últimos años y la regulación ambiental cada vez más exigente, obligan a las empresas a conocer aspectos técnicos y legales en materia de Medioambiente, los cuales no son abordados en su globalidad en los estudios universitarios. |
Semanas |
Horas Lectivas |
Información y Matrícula |
14 |
250 |
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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Proyectos de iluminación interior y exterior con DIALUX |
![](data:image/image/jpeg;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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Diseño avanzado de instalaciones eléctricas de Baja Tensión |
![](data:image/image/jpeg;base64,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) 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Curso que proporciona a los asistentes una formación suficiente para poder desarrollar estudios, proyectos y dirección facultativa de instalaciones eléctricas de baja tensión que requieran un alto grado de conocimiento. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Curso Profesional |
![](data:image/image/jpeg;base64,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) 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Aprender capacidades y conocimientos específicos en materia profesional, es para los Graduados en Ingeniería de la Rama Industrial e Ingenieros Técnicos Industriales tan importante como los conocimientos técnicos para desenvolverse en el mercado. |
Semanas |
Horas Lectivas |
Información y Matrícula |
5 |
100 |
Info |
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Eventos que darán comienzo desde el viernes, 24 de Febrero de 2023 al jueves, 2 de Marzo de 2023
Instalaciones eléctricas de baja tensión en proyectos de actividad y reformas |
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) 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En este curso aprenderemos a dimensionar instalaciones eléctricas de Baja Tensión en proyectos de actividad. Partiremos desde los conocimientos básicos que todo técnico debe conocer y saber utilizar. Curso especialmente recomendado para técnicos NO ESPECIALISTAS en instalaciones eléctricas. |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
2 |
6 |
28 de Febrero de 2023, 17:00 |
Info |
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Cursos que abren matrícula esta semana
(comienzo el 20 de Marzo de 2023)
Cursos que darán comienzo el lunes 6 de Marzo de 2023
Cursos que darán comienzo el lunes 13 de Marzo de 2023
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