Anyone ever wired up a manual fan switch?

Fans come on quite late on my bike - and in the centre of town particularly in summer it tends to heat up and pisses out coolant when I switch it off (common problem for this bike apparently).

So I was thinking of fitting a manual fan switch so i can get the fans working at lower rad temp (tapping a toggle switch into the wiring that comes out of the fan switch heat sensor)

Has anyone done this mod before?

I think you’ll be OK for a few months :stuck_out_tongue:

Yes done it loads of times
Most bikes rad fan switch in on the Rad and only one connection spur off this and fit a switch to earth job done !
A very few bikes have a two wire fan switch a switch which shorts this out dose the job with this one
And a few modern bikes use a relay driven by the ECU you will need a wiring diagram to modify this one ! but generly once you have found the relay fit a switch to short the contacts

Yes :slight_smile: on my stunt bike :slight_smile:

Thanks Dave :slight_smile: - I know jack all about electrics and don’t want to set fire to the bike - so I was wondering if you could set my mind to rest on a few issues:

  1. I’m fitting a toggle switch - does it matter what the maximum ampacity rating of the toggle switch and connections is? - e.g. I’m looking at a mini toggle switch rated to 6 amps max and small spade connectors rated to 5 amps max.

  2. One of the wires coming out of the radiator fan switch is colour coded red + white, the other is blue + black (as in the pic below) - on the wiring diagram red white runs from the fan switch via a relay straight to the ignition fuse - blue black seems to run via a relay into the fan motor wiring and connects up to a fan fuse and from there must end up going to earth. So I guess I should be tapping one wire from the toggle switch into the red and white wire to switch the fans on/off? And can leave the second blue/black wire alone?

  3. If the above is correct then to earth the toggle switch I should run a second wire from the second connector on the toggle switch and hook it up to a bolt securing the rad to the frame via a connector?

  4. The toggle switch has two connectors coming out of it <img src="data:image/png;base64,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

OK with that picture easy you just wire the switch across the two wires coming out the thermo switch It dose not matter which way round
A 5am switch should be fine

You can do it ! Have confidence in yourself !

Thanks Dave - appreciate it :slight_smile:

I’ll give it a go!

Fitted lots to vauxhall cavaliers and carltons :hehe:

Can’t see the pictures… :9

Browser settings? Have you tried Firefox?

what bike are you riding?