Re: Modelling pot performance
- From: "Tony Done" <tonydone@xxxxxxxxxxx>
- Date: Wed, 07 Oct 2009 07:40:14 GMT
"RichL" <rpleavitt@xxxxxxxxx> wrote in message news:SeidncdKH7kHjFHXnZ2dnUVZ_j6dnZ2d@xxxxxxxxxxxxxxxx
Tony Done <tonydone@xxxxxxxxxxx> wrote:I recently bought a few high values linear (B taper) pots to use in
tone controls, and they didn't work out. All the noticeable effect
was in the last small bit of knob rotation. I know that you can get
them to behave in a non-linear manner by putting a fixed resistor in
parallel. I also know how to model this effect in MS Excel by
applying Ohm's law. What I don't know is an algorithm that models the
behaviour of a typical log (A taper) pot to compare - my maths ain't
that good. I know I can just go out and take some measurements off a
couple with the multimeter, but an equation would be nice if anyone
can suggest one.... Say expected resistance as a function of knob
value (1 to 10)
Thanks,
Tony D
Just got back from vacation and noticed this thread...
I've used log pots for tone controls in a handful of my guitars. Like
you, I don't like all the "action" occurring in that last quarter of the
pot's motion.
Commercial "log" pots actually have two or three linear segments and
aren't truly "log". A common variation is to have two segments with the
resistance at the center of the rotation being 1/10 of the full pot
value. You can use a simple set of equations in that case. If x
represents the degree of rotation (with x = 0 being full
counterclockwise and x = 1 being full clockwise), then
If x < 0.5:
R = R0*0.2*x
If x > 0.5:
R = R0*(9*x - 4)/5
Here R is the resistance between the ground lug and the wiper and R0 is
the pot's resistance from hot to ground. You can verify that if x =
0.5, both expressions give R = 0.1*R0.
Thanks Rich. I remember reading that inexpensive log pots weren't in fact log, but I didn't know the details.
Tony D
.
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