T.R | Title | User | Personal Name | Date | Lines |
---|
1827.1 | mystery | WRKSYS::INGRAHAM | Andy | Fri Feb 07 1997 18:26 | 36 |
| > Wah-Wah pedals use, I believe, a high Q passband filter with a
> sliding center frequency which is controlled with a pedal.
I would have guessed a variable lowpass filter. Maybe some peaking
around the cutoff point might have an interesting effect too. But I'm
not a musician.
> In particular, two things "bother" me :
> - the lack of symmetry (One inductor) in what seems otherwise to be
> to be a Twin-T type filter (but I'm only guessing - is it a PI type?)
There's more to this circuit than meets the eye.
The filter doesn't seem to be a twin-T. Re-draw it. The input to the
filter is through the 470K resistor. I think maybe it's more like a
low-pass filter?? Or maybe bandpass? It's part of the feedback
branch around the first transistor.
Then there's another feedback branch by way of the second transistor
(emitter-follower), which seems to have that potentiometer in series
with its base, perhaps as a sort of crude gain control?
> - the fact that a variable resitor is able to modify the center frequency
> in what seems to be a L (and hence F depends on L and C) based circuit.
The transistors have a lot to do with how this circuit works; it's
more than just a passive filter with transistors added for buffering
or gain. By combining signals having different phase shifts and
amplitudes, and varying their relative amounts, that is apparently how
they achieve the desired effect (F depends on R).
I haven't figured out how the circuit works, these are just some
guesses.
Andy
|
1827.2 | | REGENT::POWERS | | Mon Feb 10 1997 08:55 | 17 |
| >> Wah-Wah pedals use, I believe, a high Q passband filter with a
>> sliding center frequency which is controlled with a pedal.
In general, no.
>I would have guessed a variable lowpass filter. Maybe some peaking
>around the cutoff point might have an interesting effect too. But I'm
In general, yes. Though newer effects pedals may do the more complex
filtering of variable Q, variable center frequency, the traditional
Wah-wah pedal was just a foot operated version of the passive tone control
that would be mounted on the guitar itself. This is a variable cut-off
low-pass filter.
Try the NAPALM::GUITAR notes file for more current informed opinion.
- tom]
|
1827.3 | Bandpass it seems ! | EVTAI1::SAAD | | Mon Feb 10 1997 10:47 | 10 |
|
The NAPALM::GUITAR guys seem to indicate that Wah's are sliding
frequency bandpass filters.
I guess I just have to build one and test what the circuit
actually does !
Thanks
Bill
|
1827.4 | I've always seen notch filters. | EVMS::PIRULO::LEDERMAN | B. Z. Lederman | Tue Feb 11 1997 09:35 | 4 |
| The circuits I've seen for WahWahs (many years ago) was that it was a
variable frequency notch filter, cutting out a portion of the frequency
band rather than enhancing it. I suppose the opposite would do
something interesting as well, though.
|
1827.5 | makes sense | EVTAI1::SAAD | | Tue Feb 11 1997 10:20 | 5 |
| That makes sense actually. Building it will certainly help
solve the mystery ...
Thanks
Bill
|
1827.6 | | REGENT::POWERS | | Wed Feb 12 1997 09:15 | 15 |
| If you've ever shopped for a guitar special effects device, you will be aware
that if a transformation can be applied to a sound signal, someone will
have tried it.
I built my first fake wah-wah pedal in college by copying the passive
tone control circuitry in my guitar and connecting it to a foot pedal (made
from a bread loaf tin and a drilled out piece of wood).
I talked through a design with a colleague that would have linked
variable Q and variable center frequency that would have used two
pots on a single foot pedal (one up and down, the other left and right).
We never built it.
So you can call it a "wah-wah" if it changes the tone,
but it's up to you whether it's a notch filter or a low pass
or whatever.
- tom]
|
1827.7 | I think I've cracked it ? | EVTAI1::SAAD | | Thu Feb 20 1997 06:52 | 15 |
| Hi,
I think .1 and .6 are right.
I ran a PSPICE simulation (I can provide the source) of an RLC
passive filter in which I managed to change the "apparent" value of L
(and hence the center frequency) by re-injecting into the L part of the
signal with a phase change (RC circuit with variable R).
Thanks a lot everybody (and PSPICE !)
|