Con el motor apagado, la calefacción se enciende, comienza a echar aire caliente, pero a los 3-4 minutos entra en modo ventilación y se apaga.
Si la calefacción se pone en marcha con el motor del vehículo arrancado y se apaga el motor del vehículo, la calefacción sigue funcionando perfectamente..
¿A qué puede ser debido?
Has comprobado la tensión de la batería auxiliar con el motor parado?
Probablemente ees problema de bateria
Cita de: POPIT5 en Febrero 26, 2018, 10:22:03 am
Probablemente ees problema de bateria
Muchas gracias Popit.
Cita de: GorkaT4 en Febrero 26, 2018, 10:01:13 am
Has comprobado la tensión de la batería auxiliar con el motor parado?
No Gorka, no lo he comprobado. Soy nueva en esto, y tampoco tengo mucha idea sobre electricidad y demás. ¿Cómo lo puedo comprobar?
Muchas gracias
Si con el motor arrancado funciona,voltaje bajo de bateria seguro.
Cita de: Sonmel en Febrero 26, 2018, 18:20:07 pm
No Gorka, no lo he comprobado. Soy nueva en esto, y tampoco tengo mucha idea sobre electricidad y demás. ¿Cómo lo puedo comprobar?
Muchas gracias
Podrias conseguir un polimetro para medirlo? Es este aparato:
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)
Cita de: GorkaT4 en Febrero 27, 2018, 08:21:49 am
Podrias conseguir un polimetro para medirlo? Es este aparato:
(https://www.furgovw.org/data:image/jpeg;base64,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)
Sí, lo conseguiré. Supongo que es solamente contactar con las bornas del polímetro en los polos de la batería, ¿no?
Poniendolo en una posición que sirva para medir voltaje si.
Suelen tener varias posiciones.
Cita de: GorkaT4 en Febrero 27, 2018, 15:26:07 pm
Poniendolo en una posición que sirva para medir voltaje si.
Suelen tener varias posiciones.
Ya lo he comprobado con polímetro, y el voltaje que da la batería con el motor como apagado es correcto, en torno a 12,6V. He probado varias veces, y la calefacción estática funciona correctamente. Sin tener mucha idea, concluyo que ha podido ser debido a la carga insuficiente de la batería.
No obstante, me temo que también tengo algún problema con el inversor, ya que no funcionan los enchufes de 220V que tengo.
La batería secundaria es la Varta 000 915 105 CD 12V 75Ah 420A, al que se conectan la calefacción estática Eberspacher Airtronic D2, el inversor (HR IB600) y la nevera Waeco CF-40.
Mejor mira la tensión de la batería auxiliar cuando se te apaga la calefacción. Si la miras nada mas apagar el motor puede que esté bien (12,6V), pero en cuanto le conectes algo se descargue rápidamente.