I've mainly been playing through the amp with with two guitars: an old Ibanez MC-500 with Super 88 humbuckers, and a relatively recent vintage Fender Telecaster with Seymour Duncan BG1400 stacked humbuckers. Both produce a relatively strong signal, but I also have an echoplex style preamp boost pedal I've experimented with for high gain settings.
The recently updated schematic of selectable tone sections now look like this:

It's worth noting that a James tone stack doesn’t usually have a mid control, but since I had the lower half of the mid duplex pot available, I did some testing to see what happens when one modifies the value of the (usually around ~100k) “balancing” resistor between the Bass pot and the signal out. It turns out that raising the resistance shifts the notch between bass and treble controls progressively down in frequency, and also changes the shape of the overall curve, so I’m just calling it a mid-shift control in this application. The side-by-side plots below show how the Duncan Amps tone stack calculator, set up with my James circuit, predicts the frequency response characteristics across the range of bass and treble knob positions, for each extreme end of the balancing resistor range: the left (yellow) plot shows 277k and the right (green) plot shows 27k, representing my mid pot in full-open and full-closed positions.

You can see how the curves in the yellow plot generally dip a little deeper than their green counterparts, and that the location of those dips are a little further left, in a lower frequency band, than those on the right. Aside from the audible tonal difference, this also means more of the signal is being removed from the circuit, resulting in less signal strength getting pass into the next stage (the phase inverter). At any setting, the James stack passes less signal on to the next stage, so selecting the James stack means lowering the overall gain of the signal going to the PI and power section of the amp.
Setup for testing theoretical vs.
actual tone stack characteristics
There are just so many different
variables associated with the shape and timbre of the sound coming out of the
speakers (Celestion G12H, and EVM 15B) or as direct signal. Of course there is the signal being generated from the guitar pickups, which will vary from guitar to guitar and among different pickup types/configurations on a single guitar. And, as we know from an
earlier post and this doc,
each triode’s cathode components (resistor Rk and capacitor Ck),
coupling capacitor (CG) and gain bypass (CBP) configurations
of each channel produce signals with significantly different frequency response
curves long before the signal even reaches the tone controls. In this figure below, the
teal curve is the frequency response of the circuit measured at the channel II triode output, the
blue is for channel I, and the grey is a blend of both channels (jumpered mode).

So, it helps to keep this in mind
when comparing outputs of the two tone-stacks for each channel. I’ll look at a variety of combinations, but not all of them, just to
get a sense of things.
Also, up to now, the tone controls
have not exactly behaved as I expected – they work, but they didn’t alter the
sound in the way I expected through their ranges. So before testing and
documenting how it all came out, I went over them again with the original
Fender schematic, the Hoffman modified schematic, the Duncan Amps James tone circuit
design explanation, my own schematic, and my layout to make sure I had designed
and implemented what I intended… and of course, it turns out I had not.
For the stock Fender TMB tone stack, I
mis-wired the Mid pot somehow, both in its connection to the bass pot and in
the “knock-down” resistor I used to cut the resistance to ground seen by the
bass pot from 250k (which is the actual R value of the mid pot) down to 25k
which is what should be measured at the bass pot’s terminal 3. And for the
James stack, I wired it as designed, but after playing with the circuit in
TINA, I realized I could increase the “slope” resistor by a lot and deepen the
available mid scoop – that will cause some loss of gain, but I can live with
that since I have a second tone stack that loses much less. I had initially
installed a 27k slope resistor, and now with a 200k I get a deeper mid notch at
a lower frequency (~ 250Hhz). One reason I wanted to do a second tone stack in
the first place, was to get something more like a Fender Blackface Twin sound,
which I think comes from a mid notch at roughly that frequency. So, I made the
corrections and modification.
But why bother?
I think partly, I just like to feel that I have some idea what is going to happen.... in life: If the situation is X and these are the options for influencing it, what affect is each likely to have? If I have no prior experience on which to base some prediction, then a model or metaphor that looks similar to the situation at hand is really useful. I just really like conceptual models and I love testing them against observable phenomena, both to learn and also to make them more useful predictors to use in the future. And that idea applies to lots I do in life, including I suppose, building my first amp.
From testing, I'd like to know two things: (1) how close the result is to the modeled design, and (2) what does good sounding (to me) look like in a model and as some quantified expression?
To
test overall response at all frequencies (not just guitar sounds), I'll pass a signal from a white noise generator on my iPad into
each input channel and examine the audio output of the amp with a variety of
tone control settings, by running the amp’s direct output signal (captured by my
attenuator) to my computer, and examine it using a tool called Visual
Analyzer. To keep it simple I'll just set up a few sonic scenarios for each case:
- Notch: the deepest mid notch that can be dialed in, keeping the Bass and treble pretty close to balanced (the upper and lower bounds of a managed response curve).
- Flat Output: dials adjusted to create the curve that appears most similar to the modeled response curve coming into the tone stack.
To test good-sounding-ness, I'll use each of my two guitars on two typical guitar settings, one on each channel and also one on each tone stack, for a total of eight. Then I'll just pass a white noise signal through after I've set the tone controls where I like them.
It’s worth noting that all of the
tone pots have a “log” taper, which means the sweep on the dial from positions
0 – 5 transits only the first 10% of the resistance of the pot, and the
remaining 90% of the pot’s resistance value is transited from positions 5 – 10
on the dial. The potentiometers in the TINA circuit simulator require setting a
value as a percent of total pot resistance. I'll use the blue curve on the graph
below (from eepower.com) to guide my TINA settings when generating the simulated results.
stay tuned for results...