Es aquel que se realiza de manera anticipado con el fin de prevenir el surgimiento de averías en los artefactos, equipos electrónicos, vehículos automotores, maquinarias pesadas, etcétera.
Surge de la necesidad de reducir y evitar el correctivo y todo lo que éste representa.
Antes que se produzca el fallo, este tipo de mantenimiento desarrolla una rutina de inspecciones periódicas y el reemplazo o ajuste de sistemas o elementos.
Así mismo existe otro mantenimiento, llamado correctivo:
Cuando uno de los componentes de la computadora no funcione correctamente.
Pasos para limpiar la computadora.
1. Desempaquetar el motherboard o placa base:
2.Verificar la configuración de jumpers:
![Image result for Verificar la configuracion de jumpers](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCGs3Bk7yLctQHjPg6S67XqyqzKjfp_m2TfKtBkyWrGF6fNL0SbMQeDxBXICSCJzlLqBPi51rlOu6cocRpI76lDBfKRO4fbAYnLX_S4uyxhWP2zMLZTycPyMgpbIisUg8K20UttO4ZfhWu/s200/ATA_jumpers.gif)
3.Colocar el procesador:
![Image result for Colocar el procesador](https://i.ytimg.com/vi/NiEvULfsgK8/maxresdefault.jpg)
4. Colocar el ventilador:
![Image result for Colocar el ventilador](https://i.ytimg.com/vi/vTLPD5msfK0/maxresdefault.jpg)
5.Enchufar el ventilador:
![Image result for Enchufar el ventilador computación](https://uribev.blogia.com/upload/externo-87a63f60245c74776bbbf8eda5f37856.jpg)
6. Instalar la memoria:
![Image result for Instalar la memoria](data:image/jpeg;base64,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)
7.Fijar el motherboard al case:
![Image result for Fijar el motherboard al case](https://i.ytimg.com/vi/oW-ViD8dNf4/maxresdefault.jpg)
8. Conectar los controles frontales:
9. Enchufe la fuente de alimentación:
![Image result for Enchufar la fuente de alimentación en computadoras](https://i.ytimg.com/vi/dxscovd9Fms/maxresdefault.jpg)
10. Montar los dispositivos de entrada y salida:
![Image result for montar los dispositivos de entrada y salida](https://partesdelacomputadora.info/wp-content/uploads/2013/07/periferios.jpg)
Fuente: Teacher de computación Andrea. 😋😁😊
No hay comentarios.:
Publicar un comentario