Cursos Plataforma Ingenieros Formación Virtual. Inicio: 26/02/24
![Plataforma de Formación on-line del COGITI](/images/banners/logo_header_2022_formacion_cogiti.png)
- Curso: Diseño, mantenimiento y verificación de líneas de Alta Tensión y Centros de Transformación.
- Curso: Vapor: producción, transporte, instalaciones y elementos fundamentales.
- Curso: Mediciones y presupuestos con Arquímedes y Generador de Precios de CYPE.
- Curso: Gestión integral del mantenimiento.
- Curso: Aplicación práctica del Doc. Básico de Seguridad contra incendios y del Doc. de Seguridad de Utilización del CTE.
- Curso: Comunicaciones industriales con Node-RED. Primera parte.
- Curso: Normativa sobre equipos a presión: RD 709/2015 sobre fabricación y RD 809/2021 sobre instalación de equipos a presión.
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 Esta dirección de correo electrónico está siendo protegida contra los robots de spam. Necesita tener JavaScript habilitado para poder verlo.
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 5 de Febrero de 2024
Especialización BIM en modelado y gestión de edificios con Revit |
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Este curso es único en España, por integrar de manera práctica y completa todo el ciclo de vida de un proyecto BIM, pasando por el diseño conceptual del edificio, el modelado arquitectónico, de estructura y de instalaciones, la obtención de renders estáticos y dinámicos de nuestros modelos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
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Especialización BIM en Estructuras e Instalaciones con CYPE |
![](data:image/png;filename=300x150_cut_BIM_con_CYPE.png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAlgEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+f6KKKACiiigAooooAKKKKACiijqcCgBVUswAGSa0razjjtzc3BKwD06yH0HtTbW3jihaef/AFS8Ef32/uj29ajzNqMrSTSbIU5J/hQegFdEIqOrV29l/mc85OWidkt2OLz6nKEXbHAnQZwiD3qxJLBp8BWy+eQ8NcH+S1WM8DgryltH92IH5pD6k1Wd5LiUALknhUUdPYCm6nLqtW+v+Xb+thKnzaPRLp/n/X3ircOmSP8AWH/loeW/D0qIksckkk1pWekPcglmweny9B9T/QfpW3ZaZb2fKjfJ3dqqlhalS19ETUxVOne2rOdt9Lu7nBWIqv8AefgVoxeHeMzXH4IP6mt6gADpXfDA0o76nDPHVZbaGWug2ajnzG+rf4U/+w7HH+rb/vs1o0VssPS/lRh9Yq/zMyX0C0YfK8qn6g1Um8OyrzDMrezDFdDRUSwlGXQuOLrR6nF3Flc2p/fRMo9eo/OoVIB5UEV3JAYEEAg9Qay7zQ4JgWg/dP6fwn/CuOrgJLWm7nZSx8XpUVjnFlYLs+8n909P/rUjAdVPHoeoqWe3nsptsilHHII7/Q0xiZ3GEAc9dvGfwrhaa0e53pp6rYjoooqCgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiinIhkdUUZLHAoAbVywtxM5Zm2qvLN/dHc/4fX2qqy4dgp3AHr61fuR9isI7YcSzfvJfYdhWtOOrk9kZVG7KK3ZHI76jdJFENkS8IvZF9TVi5MEduIgP3KHPoXb/AD+Q+tLbRfZrbnAkkG5iey9QP0yfoB3rPmkNxMAgJGcKO5/+ua1k+WN3uzJLmlZbIbFFJcTCONcux4ArorPSo4kxnOR87j+L2HoPem2GnCEGM/eP+uYf+gD+ta4AAAAwBXZhcKkuae5x4rFNvlhsNVFRAiKFUcADtTq+h/B/hfQNU8I6ZPdaNZtKYE3OYQC52jknGTXQP4Q8NiAq2i6cAF5Y26Dt16U5Y6EXy2FHAzkua58sUV9Gy6N4CsgfOt9N4PJZU5P+fTpWdMPhwrHzDpC8HOBHx+X9OfSqWMT2iyXg2t5I8Dor2+TVvhhbS7fJsZPVhb7gPyXms+XxP8NIWYxaUs5PAItQMfQEVaxMn9hkPDxX20cZ4R8CXXi+2uZbW9t4GgYKUkBy2RnIxWZ4m8OXHhjUksbmaOV2jEm6MHGCSO/0r0uz+Jvg/Qw40rRrhN5BbZGqAn8+a4z4ka/F4i1+0vYYGhX7FF8rYzzl+3+9Spzqyqe8rRHUhSjT0d5HHUUUV1nKV7uCKeIpOm6M9+6+9cvfWMljLgnch+647/8A167CqlzbRyRmKQfuX4/3D2rkxOHVRX6nVhsQ6bt0ORdzI25sZ7n1ptT3VtJZXRiccqcg44I9ajkKF8oMA87fQ+leNJNN33PZi00rbDKKKKkoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACp4Pkjkm7gbV+p/+tmoKml+WCGP1Bc/jx/IfrVR7ky7FvTIVJaSQfIBub/dXk/mcD86aga+1R3uBhVJeQeijt/SrLMLTTCcAl3WMA9wvJ/XNMtEb7IX6yXD9T6D/FiK61FLlh83/X9bnK5P3p/Jf1/Wwy8uSYWJ4kmJ49Fzz/ID6LUmj2xybkqC2dkQP971/AVQmPnXRWPkZCIPboK6exhEfyj7kI8tfc9WP5/yqqEfa1eZ9CK8vZUuVdS1HGIowo5x1J7n1p9FKqlmCqCWJwAOpr11oeTue3eHPHUel/DBNQWzY/YpY7QpkfMdo+ap7v4gW+u/DfWtRexkjVW+yBNwzl1GD+Bb9K5LRTfab8KNRaOzDXJ1FMRz2olyNq87WBH44p0c19qPwl1nz7OOOYX0SrHBaLESBtJOFUZ7815row5m7faPSVafKlf7J5pRSspVirAgg4IPakr0jzT3Lwt4B8Ma14Y065m04i5e3RpJBK+GbAyeuOvpWn/wrDwhGRvtwST081uT6Dmue128nsPgxpMtlNLBI6QhpInKkjA4yD0ryv8At3Vw27+1b3djGftDdPzrzYUqtS7U7K56M6lKnZOF9D3ST4ZeEBIFa3VM/wAKysSf1qe6+G3hi7mjaSBAFjVEAkbJVRgd+mK8D/tzVsk/2ne5PX9+3P611en6rqMnjXQEa/umV0td6tKxDZUZyM805YeqtecUa9KWnIVfiPodl4f8RR2djb+REYA+CxbJ3Hnn6Vx9ei/GYY8Yw5/59F/9CavOq68O26UWzkrpKpJIKQgMpBGQeCKWitjIxdTgzGd43NFyCf4l/wA/qB61iW0aSy+W7bSwIU9g3bP8q6u/iD25YjO0Hd7qev8Aj+FcnPAYJXQnlWxXkYyHLNStoetg580HG+pGQVJBGCOCKSprj59k3/PQfN/vDr/j+NQ1wtWZ3J3QUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACqpZgo6k4FWbkquoEfwRsE/BeP6U2xG6/gB6bwabGpnulGM73GfxNaL4fV/1+Zm372vRf1+Rb1UlPs8B/giBP1PJq1MxtlCAYEFsMn0Zv8A65B/Cq1/tuNWK9zLsx7DA/xqbUG3Wt1J3e62fgo4rq2c2v6t/SOW11BP+r/0yrpSr9t81/uQqZD+FdTAhjgRT97GW+p5P61zmlR7opf9uSNPwzk/yrp66sDG0L/1/WhzY6V52/r+tQq5pOf7ZsdvX7RHj/voVTp8MrwTRzRNtkjYMrehByK7Wro4Voz3LxLrN3puh+JZ5A06w6pHGiPPImFMacAoQcc5xnHNReCtdm1bw157R+QseqwRkC4kkyMrnl2Jxz06VkaZ4pnuvhvqOp6w0l1KNQVSY44lJ+VcZ3IQfxFOi8Tk/DPVdQ0vzYJ4byJQZY4TgnbzhUA/MZrzPZvl5bdUr/cen7Rc3Nfo3+Z5v4jIbxRqxXGDezEY/wB81mVLc3Et3dTXM775pnMjtjqxOSfzqKvTirJI82Tu7nuk+uDQfhJo92bCC7Xyol8q4HByvWuOj+KEKYJ8K6WxAxnH/wBausvdAvfEHwf0ez02IT3HlxPgsFwMc9etee/8K18U7tv9njP/AF1Xj9a8+iqLT53rd9TvrOsmuTay6Gu3xTVsD/hF9LChs4C9vyresfHqS+JtJs20HT1NysDecoO6PeoPHHbOBXFt8M/FCKC1igJ7ecuf51u6d4N1v/hKtHuvsoENuLdJG8xeqqAcc8jg1c40LaP8SISr31/Ii+M5B8YwYGP9EX/0Jq85r0T4yrt8Ywjn/j1X/wBCavO63w38KJhif4sgooorcxAgEYPQ1ymqxCN0/vDMZ/4D0/QiurrnddUCRvqrfmCP/ZRXHjo3p3OzBStUsZi/NaOO6MGH0PB/pUNSwciVf70Z/Tn+lRV472R663YUUUVJQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBa08Zvo/x/kaXTXC30akZ3Mo+nzA/wBKbp//AB/R+4I/Q02zYJdxOTja6n9RW0Hblfn/AJGM1dyXl/mWY1J14bh1nJ/8ep18x+xIP71xIT9aGkxriZ42zkf+PUXq4spAeqXbj8xWv2JJef6GX24t+X6ljR/9VEPW4/khroa5/RiPIX1W4B/NSK6CvRwf8NHn4z+Iwp8UTzzJDEpaSRgqqO5PAFMqaznFte285BIikVyB1ODmupnKj0/S9Bmh+F+p6ZqzPYONRVmG1WYfKpwQWH8xRb6GV+FWq2GmTSXsk97EyqUVGJyvAAY56Vdlm0vxX4J13UHuXsLe51NHZ51HyEKgxwTmm6F/Z3hfwDfajbXy36QahFKWiXOGBUBeo9f1rzeaVvO6089D0eWN12s9fvPI54Jba4kgmQpLExR0bqrA4INR1b1S7W/1a9vFDBbid5QGxkBmJ5xx37VUr0Vtqec99D6Y8HkQ+AtFeQiJRbxkknqMVstrNopKqwJHX2+vp/P2ryrxPIT8FNGwWOBCCRwBx+teSbm/vH868uGEVW8m+rPUni3StFLoj6ubULHbvmKKD/e7/hUsdzaSMoSRI3Y8A43Gvkzc394/nW34PZv+Ex0j5iP9KTnr3qpYBJN8xMce20uU6r40DHjKHg/8ei9/9pq85r0b4zjHjGD/AK9F7/7TV5zXZhv4MTjxP8WQUUUVuYhXP+IGxMq/3kH6E/410Fc74ix9pi9dn9a5cb/BZ1YL+MjHBIOQcdqVMYfPpxT7aNZbhEc4Unn6VFXibK57V9bBRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUATWjbLyFvR1/nTJVMU7r3ViPyNNBIII6irOoAfbXcdJAJB+IzV/Y9GR9v5Dr87NSeQdyJB+IBq1fkMb1R03JKPoRj+oqndnfDay+se0/VSR/LFW4QLk2xJ/1kTQN9QOP6VutZSiuv6/8OYPRRk+n6f8ADEelybUmH90pL/3y3P6GuqrjbJvLvFR+FfMbfQ8V1VlIZLRN331+RvqODXZgJ3jy/wBf1qceOhaXN/X9aFiiiivQOA9E0SwuNS+D+pW1soeU6kpCl1UcKueWIFOi0y70v4Pa1FeII3e/iZVEitx8nPBNV9Ktbi7+D+pxW1vJNIdST5Y0LMeF9KWzs7q0+D+uLcW0sDG/iP72MqSPl9a4nu9ftL9DsWy0+y/1OAor0HQvAukaj4HOv3d3fpIm/fHCgYHDEDaMZPAqj/Y/hDCgTeIsnjP2RcA1v7eN2l0MPYysm+p6HPb6LN8ItHTXbqa3tDFEfMhGSGxwOhrjI9J+GbYL6/qK8dPLPX/viu21600eX4W6dbyNqQ09Fi2MkIMxwOMqenvXnY0Xwg7hEl8R5JAybRMDPrXHR1T1a1ex2VtGtE9FuX20v4Y8Bdb1POcE7P1+5Wh4c0z4fJ4gsJLLWr+S7W4UwxvGQGbPA+7WndfB3RLWwluH1PUCY4zIcIp4AzjGM5rnvDemeF4PEOmywPrr3C3CFRLaqqZzxk+marnjOL5ZN/16E8koSXNFL+vUX40HPjG36f8AHov/AKE1ecV7P8TNP0W78RwtqL6x5wt1A+ywK8YXJx+PXj6VxjaP4PC8SeJCSuf+PROK1w9VKlFWMsRTbqydzi6K7zxp4GsPDWgWOpWl3dTNdSAbZlC7VKk9AOvFcHXRTqRmuaJzzg4PlkFc5rIMl1Ix6IvH6D+ZP5V0faua1eTOefvtj8F/+uTXNjX+7OnBX9oZWCAD609YwYJJD/CQo/HP+FTuBHE47qip+J5P9RUTgpbRL/fJf+g/ka8nltuevzX2IaKlSIG2kmboCFX3J/8ArCoqhqxSdwooopDCiiigAooooAKKKKACiiigAooooAKtT/vbOCXumYm/Dkfof0qrVq0/exzW3dxuT/eH/wBbIq4a3j3InpaXYWIedp0yfxQsJB9Dwf6UtmxaCWJT864lj+q9f0/lTLGZYLtS/wDq2+Rx/snrQwewvyP4on/Mf/XFaJ6KXyf9f1sQ1q4/Nf1/W4XoBnE6cJMN49j3H51taXeq8+0n/XLu/wCBjg/mMGsm9URDYgzBIfNiPoD1H+fSmWUoWTYW25IKP/dbsfp2NaU6jp1TKpTVSkdjRUNrOLiEPja44df7rdxU1e0mmro8Zpp2Z3ulzzW3we1OWCeSKQamgzGxUj5V7ils7q4u/g/rb3NzNMy38QXzHLYHy+vaptDvrrTfhBqdzaS+XKNSQBtobqF7EGnxaneap8HtbmvJRIyX0SKQirxlD2A9a43u/wDEv0OtbL/C/wBTqvBcdnL8HXiurxrKJzL5lwowU+c81zI0Tw6WwPiFKADgEsfxxzWvoEscPwNu3MCXGPMLI4O37564IP615gNVgGP+JNpxwc/8tef/AB+ppwcpTafXyKqTUYwuunme5azY6U/w/srebxLJDaIE2X4bmTHT65ribfRfDpuEx8QJiSQcFjyx9ea39XWa9+Emkiy0mO6kdYj9mRXYDjsA2f1NcDBpOsrcIx8GqoMgGfIn+Xnt89RRXuv3ur7F1pe8vdvou59CaiIf7IuVmnMMZgYNMOqDH3h/OvJtE0rw/Br9nJD44luWjmRlhdjhznp15r1HVxJJ4fvFW1NxI1swWHafmOOmAf614j4c0vVU8Sac03hMQxi4UtIsE2VAPJGWNYYZe5LW33G+Ifvx0v8Aed148sNGvNbRr/xdLpknkgC3RiARk/Mea5IaN4cLAj4gzjI5y5z7d6l+K+pxQ+J4UfSrOY/ZlO6beXHzNx8rgVwX9rQZz/YundMY/e//ABddVCnJ01q/wOWvUiqj0X4nq3xajSLwLoqRzedGsyBZf7w8tsH8a8Wr2D4nzeb8P9AIQKCyHC8Afuz2zXj5OK1wmlP5syxf8T5IiuHZYsIcOx2r9f8APNcxI6XN/uA/cQr3/ur/AIn+db9/IoBUtt+U7m/uJ3P1PQVj+UgAQp5aN+9lH92MfdX6n/CscXeUkv6/r+uhthbRi3/X9f11KsqPLJDAOZZDvb6t/wDWxTL35rxo0GVTEage3FWIJzE0moPjzHJEY9+/9B+NLpKL50l7N/q4Ruye7dq4uVSaiuv5L+rnbzOKcn0/NkV8v2eKC0/iQb5P94//AFsVSqSaVp5nlb7zHJqOsZyTldbG0ItRs9woooqCwooooAKKKKACiiigAooooAKKKKACnI7RurqcMpyDTaKALN4i7luIxiOYbgPQ9x+dTSj7ZYCcf66ABZPdex/pTLMrPG9m5A3ndGT2f/6/So7eZrO5JZcjlZEPcdxW91u9n+ZhZ7LdfkTWpF3bGzYgSAloSfXuv41XkgxF5ig/L8sinqp/wNPuYDbSLJExMT/NG4/z1FXo5BdIbqNQbhBieLtIvrVKPN7st1+X9fehOXL70dn+f9fiGm3zLICMmQDDr/z0Udx/tD9RXRRyJLGsiMGVhkEVx88PlETQMWhJ+Vh1U+h9DV+w1NlcdNzfeToH9x6N/OunDYjkfJM5cTh+dc8D17RNU8Nn4e3Gh6nqN1b3E92J28uAuBjAH8qu2V94Mg8G32gNrl6FurhZjIbM5XGO2cdvWvM4Z4503xtkdCO4PoRUldvsVLVN6u5x+2cdGlorHrOneKPBun+FT4ekv7u7siSX3WrIzZYk4IPHWs7zPheT/qrlcZ6LNz/49Xm9FJYdK7Unr5g8Q3ZOK0PddO+J3hPS7GCwtZbhbe3QIm6BiSAMev8AOrX/AAt3w0WA86YKO5t2/wAa8AorN4Km9Xc0WNqLRWPoB/jB4bHCTTkf9ex/xoPxe8NDpNOTntbn/Gvn+il9RpeY/r1XyPXvEHiP4eeIrpLq/wDtElwqbAyRSKMZJxgMPWsjz/hcIji1u2Y9MiXI/wDH8fzrziitVh1FWUn95m8Q27uK+49J8Y+KPD2t+FY9Ps7qUTWrI0CG3YBgBt2liT0BJrzGZ9gXuSeF7k025uo7ZAWJLHhUHVjXP32pO+9FbLuMOwPCj+6P6nvWc5ww8eVMuFOeIlzNFmWeOWUtI26FW5x1mcdAPYVDNunkaAuASfMuZOy46L+H86gt0kDoq/NdEYRe0Q9T6GlKrJ/okD4gT55pj/EfX6egrjc3Ja9f6/rsvNnYoKL06f1/Xd+SGsBcEyBCIU/dwx92PYf1NS3QEMMWnI3T552Hr/8AWFTxulvB9tZdqIClrGe/+0azJWZIyXOZZvmYnqB1/Xr+VRK0I+b/AC/4P5FxvKXkvz/4H5kDkM5IGATwPSkoorkOsKKKKACiiigAooooAKKKKACiiigAooooAKKKKADocir0o+3QGdf9fGP3o/vD+9/jVGnxSvBKskZwy9KuMktHsyJRvqt0WbS4TY1rcf6h+h/uN6io2WfT7oEHDLyrDow9fcVJNClxGbm2XAHMkY6p7j2psFyhj+z3ILQ/wsPvIfUe3tWnZN+j/r+kZ92l6r+v6ZowiO73TWwCyMP31ueje4FZ01sMs0AbC/ejI+ZP/re9LNbzWTpNHJuQ8pKh4NX7fULa7ZRer5cw+7Mhx+eK192fuT0f9f12Mveh78NV/X9dynbag8Tgs7BhwJF5P0I/iFb9tqKyoC4BHeSPkfiOo/GqV5pqOu8qWB5E0Q5/4Evf6iso21zbt5kLFlH/AC0iOcfXuPxrSMqtB2eq/r+v1M5RpV1daP8Ar+v0OvV1dQyMGU9wc0tcnDqsiNudFZu7KSjH646/jWnDraMmWWYe5QMB+WK6qeMpy3OWpg6kdtTZorNTWbY/elj/APHv8Kl/texH/Lwv5H/Ct1Xpv7SMXQqL7LLtFUv7UhYfu45pT/sRn+tV5dVdf4YofeR9zf8AfK0nXprW4KhUbtY1ScDJqlPqKIp8ohsdXP3R/ifYVlteSXeVjjmum/2htQf8BHX8TTYrJpZM3LtPJ08qI8D2J6D6VhLEylpTX9f12udEcNGOtR/1/XexVlmmvp2EO5mI+Z24OP8A2UVFDaSS3PlwMG28mQcKvvmta5jgtIdk7pGDz5EQzn6+v48VWCvNbZcizsR2HV/8TXFKl73vO7/r7vVnZGr7vuqy/r7/AJDAN4a1sjlTzNcNxkf0H86kihhaAksUsYzlmPDTN/hUojT7OGmBt7FTkR/xyn3rNvb1rtlAUJCnCRjoKcmoK8vu/rp+LFFObtH+v+D+CHT3gurnzJFxGgxHEOnsKqu7SOXY5YnJNNorklNy3OuMFHRBRRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUASQzSW8okjbDCrU8Mc9ob2FfLw214+2fUUUVtT1jJPtcxqaNNdyG3u3gVoyokhb70bdD/AIGpbizT7ILyAkRMcbH6g/1oopw96Ek+iFP3Zxa6sZaahcWZ/dvlO6NyK2LW7tdTk2vblJv76nH69aKK1wlSTmoN6GWKpxUXNLUkuNLdgTujmX0lGGH/AAIc1lyW9pDIA4nRj02OGH6gUUV0V4RU7WOehOThe5aisDOP3N7OD/tj/wCvT2067i4bUJB/u5/xoorX2ELf8Fmft53t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Este curso es único en España, por integrar de manera práctica y completa desde el diseño conceptual del edificio, el desarrollo del cálculo de estructuras e instalaciones, mediciones y resto de documentos del proyecto y planificación, hasta la gestión y mantenimiento de activos. |
Semanas |
Horas Lectivas |
Información y Matrícula |
24 |
240 |
Info |
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Subestaciones eléctricas de Alta Tensión |
![](data:image/png;filename=300x150_cut_2099.png;base64,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El primer eslabón de la cadena de distibución son las subestaciones eléctricas por lo que su importancia es capital en los sistemas eléctricos de potencia. |
Semanas |
Horas Lectivas |
Información y Matrícula |
4 |
60 |
Info |
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Hidráulica |
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) 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Un curso muy interesante y necesario para todo el personal relacionado con las instalaciones hidráulicas y automáticas en la industria. |
Semanas |
Horas Lectivas |
Información y Matrícula |
9 |
100 |
Info |
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Normativa de Seguridad Industrial |
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) 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Las instalaciones industriales afectada por esta normativa de seguridad son aquellas existentes en edificios tanto industriales como no industriales |
Semanas |
Horas Lectivas |
Información y Matrícula |
6 |
100 |
Info |
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Cursos que abren matrícula esta semana (comienzo el 26 de Febrero de 2024)
Cursos que darán comienzo el lunes 12 de Febrero de 2024
Cursos que darán comienzo el lunes 19 de Febrero de 2024
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