6 koplampwissermotoren testen

Gevonden in een doos in de garage
Wat is de beste manier om ze te testen ?
Zitten drie draadjes aan. Heb er in het verleden al eens eentje naar de koplampwissermotorenhemel gestuurd door sluiting te maken.
Iemand parate kennis hierover ?

grt
Peter

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/>

SB = zwart = massa
Y = geel = 12V continu
R = rood = 12V geschakeld

Zwart aan massa, met 12V op rood kun je de motor testen.
Zwart aan massa, 12 V continu op geel, met een 12V puls op rood test je de motor + terugstelmechanisme

Ik heb zelf een motor gehad waarbij de diode defect was (misschien door testen?). Het motortje werkt dan wel, maar in de auto ingebouwd krijg je rare effecten. Op te lossen door eenvoudig rode draadje door te knippen en diode insolderen buiten de motor en alles werkt weer.

Reuze dank.
Hiermee zal het lukken.
Nog even kijken of de kleuren draden overeenkomen.
Volvo wilde nog wel eens van kleurtjes wisselen.
Maar het idee achter de schakeling is wel duidelijk.

om de kleuren draadjes die aan de wissermotor zitten en niet de kleuren die vanaf de auto komen.
Die motoren heb ik op de werkbank liggen en ik heb een 12 v testaccu.

Dan kom ik uit op SB ( black) op -
Bruin/Oranje op geschakelde +
en nog een nu onbekende kleur op + continu

Dat is wat ik ervan bak nu.

Aan de auto (vlgs schema):
zwart: massa
geel: 12V continu
bruin/oranje: 12V geschakeld

Aan de koplampwissermotor:
zwart: massa
geel: 12V continu
rood: 12V geschakeld

Zo had ik hem ook ondertussen.
Helaas alle 6 naar het hiernamaals vertrokken al.

Kan dan interessant zijn

www.volvoforums.org.uk/showthread.php?t=51146

Dankjewel voor de tip.
Heb eerder wel eens die dingen opengehad en weer werkend gekregen.
Iets voor de winterdag en als ik zin heb, Als ik er twee werkend krijg zou het al leuk zijn.