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View Full Version : possible to change p/u combinations on 5-way rotary?



lchender
08-15-2012, 08:07 AM
This might be a stupid question, but I'll ask it anyway. Is it possible to change the settings on a PRS CU22 (from 2001) with a 5-way rotary?

My reasoning is that I'm digging the p/u combinations on the newer models with the 5-way blade, but I'm happy with the 5-way rotary setup and see no reason to dump a guitar I love the tone of and buy a new model just to get a few different switching positions.

Thanks in advance for any wisdom those in the know might have to share!

lchender
08-18-2012, 12:19 AM
Wow, the silence is deafening.

CantankerousCarl
08-18-2012, 10:23 AM
Just to clarify...are you looking to potentially rewire the guitar so that the 5 rotary positions match the positions of the ones on the newer blades? I am not a wiring guy, but I know the PRS support site maps out all of the combos

http://www.prsguitars.com/csc/switching.html

Didn't do a line-by-line, but I guess the biggest difference is the way the newer switching combines the humbuckers and single coils, whereas the old way was more variations on single coil combinations.

My 2 with 5-ways are early 90s, and wouldn't change a thing, but I have never played one of the newer ones with the blade...

lchender
08-18-2012, 02:09 PM
Yes, I'd like to rewire the 5-way rotary to match the positions of the new 5-way blade guitars. It would be nice to have a 'both humbuckers' position in particular as I never use the standard 5-way rotary middle position. I also really like the new position 2 (bridge bucker with neck single coil split). I find that the two 'in between' positions (the hum cancelling single coil splits) on the old 5-way sound nearly identical, so it might be nice to switch one of them up for the new position 2 setting.

garrett
08-20-2012, 10:57 AM
You can, but you'll need to replace the PRS rotary with a four pole, five way rotary like this:

http://www.stewmac.com/shop/Electronics,_pickups/Components:_Switches_and_knobs/Rotary_Switches.html

lchender
08-20-2012, 11:22 PM
Thanks, Garrett! Much appreciated!