The Low Pass filter (that I am calling a frequency control) doesn't make much of a audible difference. Very very subtle. I am wondering if that is because it is not changing or sweeping much in the way of frequency shifting?? ... I am thinking about trying the Bogen low pass filter and comparing the two. My main question is whether the Bogen's 1MA pot will allow a more audible and maybe useful frequency shift control? ...
I'm late to the party.
Some Background:The
Twin-T Notch Filter theoretically can give infinite attenuation at a single frequency. Actual attenuation in practice will be less, and the steepness of the sides of the notch depend heavily on tight tolerances among all resistors and caps used. If a high-Q (very narrow notch) is needed, you'd really have to
add opamps and feedback, though you'd also end up with a variable-Q afterwards. Bottom-line, for significant notching, the ratios of all parts need to be according to the drawing in the first link.
The Bogen probably intentionally uses non-correct cap values to lessen the notch and widen the cut (i.e., lower-Q), and then adds the 1MΩ pot on top of it to help you remove more of the notching until you have just-enough. Let's assume the upper-T in
your post represents the "correct values." Then according to the 1st Link's drawing, R=440kΩ and C=0.0022uF. Plugging those values into the equation at the bottom of the 1st Link gives a cut-off frequency of ~164Hz.
I don't know if that's the frequency you are targeting. If it is, I'd copy the Bogen circuit exactly, possibly with a change of the cap to ground to 2 paralleled 0.0022uF caps (for 0.0044uF, matching the theoretical Twin-T filter more exactly). As I see it, Bogen adding the 1MΩ pot just reduces the effectiveness of the filter 2-ways when dialed below full-up: it drives the lower-T less, and "unbalances" the resistances in the circuit, which will reduce the notching.
I don't see a way to adjust the frequency unless you can simultaneously change all 3 resistances in the same proportion, at the same time.
As an aside, I don't kow where this filter sits in your circuit; the resistor to ground is definitely a known-load on the previous stage. So 68kΩ to ground seems low. If the previous stage is a tube plate, something closer to 220k-500kΩ seems like it would cut stage gain less.
I took a swag at a 100Hz notch twin-T using an online calculator. I used C=0.0022uF (so the cap to ground is 2 of these paralleled at 0.0044uF total), and the program spit out 390kΩ to ground, with the 2 series resistors being 750kΩ each.
Since this is not easily variable (and a decent soundboard has much better EQ, with the ability to notch out a specific & variable frequency), maybe a solution is to figure out what frequencies his guitar tends to feedback at
in the place he will play, and zero-in on that frequency. The bad news is if the venue changes, the feedback frequency will probably change a bit, and if you play loudly enough, any/every frequency will eventually feed back.