CURSO DE HIDRÁULICA BÁSICA
En este enlace podras descagar un curso completo de hidráulica básica que describe los fundamentos de la oleohidráulica, los componentes mas importantes, circuitos hidráulicos simulados en Fluid Sim H.
En esta lista de videos se describen los fundamentos de la oleohidráulica, los componentes mas importantes, circuitos hidráulicos simulados en Fluid Sim H
https://youtube.com/playlist?list=PLHTERkK4EZJrRX0CoeyKJ3x9879aBwOga
![hidráulica, circuitos hidraulicos, fluidsim hidraulica, componentes hidráulicos, sistemas hidráulicos , Cilindro de simple efecto, Cilindro de doble efecto, componentes hidraulicos, sistemas hidraulicos, Bomba hidráulica: imágenes, fotos de stock y vectores | Shutterstock](data:image/jpeg;base64,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)
----------------------------------------
👍 VÁLVULA ANTIRRETORNO O DE CHECK 👈Descarga el PDF
👍 SIMBOLOGÍA DE LOS COMPONENTES HIDRÁULICOS SEGÚN NORMA ISO 1219. 👈Descarga el PDF
TE INVITO A COMPLEMENTAR TU APRENDIZAJE SOBRE EL TEMA CON LOS VIDEOS DEL CANAL ¨"MEKATRONICA " LINK CANAL DE YOUTUBE MECATRÓNICA 👈
UNIDAD 1. FUNDAMENTOS DE LA HIDRÁULICA
👌 FUNDAMENTOS DE LA HIDRÁULICA 👍 Ver como Entrada de BLOG
👍 FUNDAMENTOS DE LA HIDRÁULICA 👈Descarga el PDF
----------------------------------------
👌 FACTOR DE CONVERSIÓN DE UNIDADES 👍 Ver como Entrada de BLOG
👍 FACTORES DE CONVERSIÒN DE UNIDADES 👈Descarga el PDF
----------------------------------------
No hay comentarios.:
Publicar un comentario
Gracias por comentar