Would a garden-variety 1 meg linear-taper pot work as a blend pot if wired like this? I know there's such a thing as a blend/pan pot, but I'm not one for doing things the easy way.
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Would a garden-variety 1 meg linear-taper pot work as a blend pot if wired like this? I know there's such a thing as a blend/pan pot, but I'm not one for doing things the easy way.
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I doubt it's going to do what you think. All you're doing is adding a 1M (full to one side) resistor between a pickup and the output. That's not the same as what a volume or blend pot does.
I think you'll just end up adding noise.
Easy to try though, and easy enough to throw a blend pot in there when you're done![]()
I've thought about it a little more and I think you're right.
My real goal, I should've stated, is to find a position on this pot at which there's a 1-to-1 relationship between the signal from one pickup and the signal from the other. I don't particularly care what happens to either side of that "sweet spot," if said sweet spot even exists.
Here's my thinking, based on a spectacularly shaky understanding of guitar electronics and electronics in general:
On a regular volume pot, at "zero", the wiper is shorted to ground at the rightmost* lug, yeah? If it were another pickup's positive wire instead of ground it'd "short" to that pickup, I figure. If it were a zero load pickup, then at the left* lug, 10, the wiper would be shorting to the other pickup. So far so good, I think.
I'm not sure what'll happen in between, given the involvement of the resistant element. I hope it's some approximation of two pickups in parallel. I imagine the 1-to-1 relationship sweet spot is far more towards the leftmost* pickup than the center position of the pot... I'm actually thinking that a lower resistance pot would be a better choice...
Amen! Though this is a roller pot ala the Jaguar/Jazzmaster's rhythm circuit, so a true blender could be a problem!Easy to try though, and easy enough to throw a blend pot in there when you're done![]()
*(rightmost and leftmost in relation to the above diagram)