Cursos Plataforma Ingenieros Formación Virtual. Inicio: 30/01/23.
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Cálculo y diseño de instalaciones eléctricas de Baja Tensión.
- Curso: Diseño, mantenimiento y verificación de líneas de Alta Tensión y Centros de Transformación.
- Curso: Especialización de Ingenieros en el sector de la Automoción.
- Curso: Plantas satélites de Gas Natural Licuado.
- Curso: Reglamento de instalaciones de protección contra incendios R.D. 513/2017.
- Curso: Ingeniería de Diagnosis de Maquinaria. Análisis de Vibraciones.
- Curso: Catia V5. Nivel Iniciación.
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 9 de Enero de 2023
Inteligencia Artificial y Machine Learning sin programación |
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) 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La Inteligencia Artificial (IA), en sus distintas vertientes y aplicaciones, tiene el poder de transformar las empresas -pequeñas y grandes- al ofrecer nuevas oportunidades de trabajo al crearse nuevos roles, específicos de estas disciplinas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Análisis de riesgos ambientales en el entorno industrial |
![](data:image/jpeg;filename=300x150_cut_riesgos_ambientales.jpg;base64,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) 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El presente curso realiza un repaso de los requisitos asociados a la Responsabilidad Medioambiental y analiza con detalle a partir de casos prácticos, todas las etapas y elementos del Análisis de Riesgos Ambientales, así como las responsabilidades de los operadores. |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Comunicaciones industriales con Node-RED. Primera parte |
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) 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En los ultimos años, el mundo de las comunicaciones industriales ha cambiado de una forma espectacular. Donde antes dominaban los sistemas Scadas propietarios (sistemas de alto coste tanto economico como de mantenimiento), ahora se abren paso de forma arrolladora, las plataformas de software libre. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
120 |
Info |
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Diseño y cálculo de estructuras de acero según EN 1993 |
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) 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Este curso desarrolla los conocimientos necesarios para diseñar estructuras de acero según los criterios del Eurocódigo EN 1993 (aplicable en la UE). El Eurocódigo para el diseño de estructuras de acero, presenta nuevas y avanzadas opciones de estructuras de acero más eficientes y económicas. |
Semanas |
Horas Lectivas |
Información y Matrícula |
8 |
150 |
Info |
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Alemán 1:1 |
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) 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Con este curso, se quiere proponer una solución global para la formación en idiomas, que se adapte al crecimiento y a las necesidades cambiantes de las empresas y profesionales en cualquier momento. Es ideal para aquellas personas que requieren flexibilidad para poder formarse a su propio ritmo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
16 |
200 |
Info |
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Inglés 1:1 |
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Con este curso, se quiere proponer una solución global para la formación en idiomas, que se adapte al crecimiento y a las necesidades cambiantes de las empresas y profesionales en cualquier momento. Es ideal para aquellas personas que requieren flexibilidad para poder formarse a su propio ritmo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
16 |
200 |
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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Alemán |
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) 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Con este curso, se quiere proponer una solución global para la formación en idiomas, que se adapte al crecimiento y a las necesidades cambiantes de las empresas y profesionales en cualquier momento. Es ideal para aquellas personas que requieren flexibilidad para poder formarse a su propio ritmo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
16 |
200 |
Info |
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Inglés |
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Con este curso, se quiere proponer una solución global para la formación en idiomas, que se adapte al crecimiento y a las necesidades cambiantes de las empresas y profesionales en cualquier momento. Es ideal para aquellas personas que requieren flexibilidad para poder formarse a su propio ritmo. |
Semanas |
Horas Lectivas |
Información y Matrícula |
16 |
200 |
Info |
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Eventos que darán comienzo desde el viernes, 6 de Enero de 2023 al jueves, 12 de Enero de 2023
Presentaciones de Éxito |
![](data:image/png;filename=300x150_cut_1402.png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A86ooor6Y+aCiiigAooooAKKKKACiiigArR8O/wDI26D/ANhK3/8ARi1nVo+Hf+Rt0H/sJW//AKMWscR/Cl6GuH/ix9TuPjb/AMjnZ/8AYPT/ANGSV5tXpPxt/wCRzs/+wen/AKMkrzalhv4MSsT/ABpBRRRW5gPjhllV2jjd1jGXKqSFHqfSmV6H8PviBpvhLw9f6fe6fJPLLM0yPEFIlyoG189MY9+D0ritLv00/wAQWGpPbLNHbXSztAejAHOP8PcCsFUqNSvHbbzNnTppxtLffyKssEsD7JonjbGdrqQcfjSJDLKkjxxu6R8uyqSF+vpXbfEjxpp/jC5sGsLSWJbZGDSTABm3Y44J4GPXuaueBviDpnhfwje6TeabJNPJJJIjIFKzbh0fPTHTvxSdWooKShq+g1Spubi5aLqedUUE5JOMUV0GAV1fwx/5Kbon1m/9FNXKV1fwx/5Kbon1m/8ARTVz4v8AgyOjCfxoknxQ/wCSi6t9Y/8A0WtchXX/ABQ/5KLq31j/APRa1yFXR/hx9EZ1v4kvVhRRRWpmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFHSgAqxYXRsNVsb5UDm0uY59hON2xg2M9s4ru/BHw3GsWA13xBObLRgvmICwRpl/vEn7qe/U9scE9BJ8Q/BPhpvs/h/QEufL489UEYb/gbAsfqRXHOup3hCPN/Xc64UHC05y5ThfH3iqHxf4gj1C3tpIIo7dYFWQgscMzZOP8Ae/SuWr2Nfi94f1b9xrvhs+Q3Bb5ZwPcggH8smq2vfDrR9f0htd8EXCzJglrVWJDY6hc8q3+yf0op11TtCceX+u46lB1LzhLmPJaKVlZGKsCGBwQRyDSV2HGFFFFABRRRQAUUUUAFdX8Mf+Sm6J9Zv/RTVyld78I9Evb7xxbaokLiysEkaSYjClmUqFB7n5s/QfSubGNKi7nThE3WVij8UP8AkourfWP/ANFrXIV03xCvYdQ8e6vcQMGj80Rhh0JVQp/UGuZrWjpTivJGVZ3qSfmwooorQzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACt/wAEeH18T+MbDTJlzajM9yPWNOcfiSq/iawK9J+B+z/hM9Szjf8A2f8AL9PMGf6VzYubjRbR04SKlVVw+LHiuS+1hvD9m/l6fYkLIicB5B6+y9APXNebVo+IPM/4STVPNz5n2yXfn13nNZ1a0YKEFFGVabnNyYV0fgnxZP4P8Qw3QkP9nzusd7FngoTjfj+8uc/TIrnKjuMG2lz02HP5Uq0FODiwozcJqSPSfjD4ei0zxDFqVqoSDUkLNt6CQY3EfXIP1zVvw98UdJ0jw/Y6dN4ajeW2hWNpIyoDkDBblc5PU+5q/wDE7c/w38LPcf8AHyVi3Z65MPzfrivIK5qFONejFz6HTXqSo1ZKHU948NfEHQPFmtjQ5NDS1a5ifY0mxhIQOU4A525P4GvJte8KXun+NH8N2ylp5rgRWrEfeVuVY+wHJ+hrEtrq4sLy3vrR9l1bSrNE3+0pyPwPQ+xr6VsDoWvR6Z49YBXhsXw5PEYPLZ91w6/i1Y1b4aTUNpLT1NqVsTFOe8X+Bha74i8P/De10zQ00tb10tx0Chgo4DMSDksQTWL/AMLj0T/oWP8Ax5P/AImvMvEuty+IvEN5qkuR5z/Ip/gQcKPwGKyq6KeDp8q5tzCpjJ8z5dj2L/hceif9Cx/48n/xNH/C49E/6Fj/AMeT/wCJrx2iq+p0e34sj65V7/gj2L/hceif9Cx/48n/AMTWVr/xivb/AE97HR7BdNR1KtLv3OB/s4AC/XmvMqKpYSinewni6rVrhRRRXQc4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFdF4E19PDXjWw1Cdtto+62uWP8ACj4+b6BgpPsDXO0EBvlIznjHrWdWmqkHFmlKo6c1JHovxZ8Ky6Zrz61bxlrC/O9nXkJL3B+vUfU151Xpng/4gpplgfDHjC1efTgojSSWMs8S9ldTyVHYjkcdeo15/hV4d18G78M+IEWJ/mEYInVfbIII/HJrlp4j2S5K2lup01MP7V89HW/Q8cre8HeFp/F3iKDT0RvsaMJLyXHCRA8jPq2MD8T2r0GH4L2Nhi41rxGqWy8uEjWL/wAfZiB+VSaj420jQNP/AOEc8AWRmupMgzwoX5xyw7yNjv0Hv0oq4j2i5KXXr0Cnh/Zvnq9OnUxfjFr0Woa9b6RasDDpyEPt6eY2Mj8AAPrmvNqfMZTPIZ9/mljv353bs85z3pldVKmqcFFHLVqOpNyYVvWHiq9sPBl/4bjJ+z3Vwsqtn7i/xr9CQp/769aZoPhLXPExY6XYPNEhw0zEJGD6bjwT7Dmn694M1/w3GJdSsHjgJwJkYOmfQkdPxqZOlOSi2roqKqwi5JOzMGiiitjIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAJba2nvLqK1tYXnuJm2xxRjLMfQCvYdB8IaN8PNNXxD4rljl1EcwQL8wjb0QfxP/ALXQdvU0/hlaWfhzwVqXji9iEkrb47fPaNW24HoWcEE+gFec694g1HxJqb32ozGSQ8Ig4WNf7qjsK4W5YmTinaK/E7ko4aKk9ZP8Cx4u8SS+K9fl1OSBIAVCRxrzhR0ye596xFZkbcpKsO4ODSUV2xiorlWxxSk5Pme4+SaWY5lldz6sxNaXhrxBd+Ftfh1ezSOSSNWjeKTpIjYyM9jwMH+fSsqipnCM48sthwnKEuZbntWoaJ4f+Kulvq+hSLaa1GB58Mgwc+kgH6OOvv28utvCmrXXiqDw29vJb30sm19w/wBWg5Z/cAZI9ePWqGm6nfaNqMWoabcvbXUX3ZE7juCOhB9DXtGi/FbRb7SbjU9TtYbbXbK3K7Qv+uBI4jbrgtjK9R15AzXDP21BckdU9vI7oOjWfPLRrfzKnj3xafBVpY+FvDLrbNBCPNdVDGNccDn+I8knryPWnfDPxXf+MP7V8O+IcX0QtxIsrIAShO0q2MZ7EHr1rx7U9Rn1K/udRvJN00zmSRvc/wBK9f8AD8CfDP4aT61doF1nUgCsbDlSQfLT/gIyx9yaitRjTpxhFe8y6NaU6kpt+6jyHULUWWp3VoG3CCZ4w3rtJGf0qtTndpHZ3YszEkk9SabXprY8xhRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA9aTj9m22+p/8ASlq5b4Z+GrDxV4lurPUvMNvBaGULG20liwUZPtk11Kf8m2231/8Ablqz/gf/AMjjqf8A2Dx/6MFeTCco4aTi7anqzjGWIipLoef6lbLZapeWqMWSCd41J6kKxH9Kq1oa7/yMOpf9fUv/AKGaz69WOyPLluwpsjFInYdQCadUc/8Ax7yf7p/lRLZhHdHf6x8MtSttBsta0vde209rHPLEo/eRFlBPA+8Oe3Pt3rhOhwa991nxbd+D/AfhW+toIp0kigjmifjcnk54PY8deayriz+HfxAC6it+NJvm5mjLpC5P+0rZUn/aWvPoYuainUV13O+thYOVqb17HE/DPwr/AMJP4qSS4j3adpxWefI4d8/In5jJ9h71L8TvFX/CR+JWgt5N1hY5iiweHb+JvxIwPYe9dRrnibw54K8KTeHfCVwLi6uN3m3KPv2luGYuOC2OAB09sV5BWtCMqlR1pr0M68owgqMH6hRRRXYcYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAet2qm5/ZuiEQ3GItvA7YuTn/Gs74H/API46n/2Dx/6MFVfhp4zstDF3oOuAHR75iwkcZWJ2GGDD+6w79j9cj0nwd4BsvDXiK71nS9RFzYXlt5ccfDbfmDZDg4YV41R+zpypS3v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Se va a trabajar como presentar, como hablar, como dirigir, en suma de como comunicar con éxito ante compañeros o clientes. |
Sesiones |
Horas Lectivas |
Fecha de la 1ª sesión |
Información y Matrícula |
10 |
20 |
9 de Enero de 2023, 18:00 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 30 de Enero de 2023)
Cursos que darán comienzo el lunes 16 de Enero de 2023
Cursos que darán comienzo el lunes 23 de Enero de 2023
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