... Also, I have 4 and 8 ohm taps on the OT, if that changes the NFB calculation. ...
If you mean the "4v" over by the feedback loop & speaker, that's about the voltage at the speaker & not about your feedback loop.
... Regarding the diagram you shared, could you help me understand how you calculated those voltages? ...
Speaking of that "4v (should be 12v in 4Ω)" over by the speaker: Power = Voltage
2/Impedance = 12
2/4Ω = 36 watts. If you have 4v across the 4Ω speaker load, you get only 4w of output power from the amp.
__________________________________________________
Let's start back at the Input jacks:
It's not an absolute, but a lot of guitar amps seem to have a "sensitivity" of ~20mV. Meaning they only require ~20mV to drive the output tubes to maximum clean output power when the Volume control outputs half the signal applied to it.
You can split the hair finer with a lot of calculation, but a happy 12AX7 gain stage will have a voltage gain of something between 50-60. To be conservative, a gain of 50 was assumed. 20mV * 50 = 1,000mV (or 1v).
We just mentioned "full clean power output when the Volume control tosses half the signal" But your amp won't get close to that. Volume control full-up, so 1v in, 1v out.
2nd Gain Stage: No bypass cap, so half-gain of 25. 1v * 25 = 25v
Cathode Follower: These have a gain slightly less than unity, but call it "gain of 1" and so output is 25v.
Tone Stack Output: If you plug in 5F6-A values into the
Marshall tab of the Tone Stack Calculator, the loss in the midrange is ~14dB. 20 log (5v/25v) = -14dB, so the output is 5v.
Resistive Mixer Loss: The 3.3MΩ resistor forms a voltage divider with the 470kΩ resistor coming from the 100kΩ Reverb pot. The worst-case (Reverb control all the way down) looks to the Dry signal like R2/(R1+R2) = 470kΩ/(3300kΩ + 470kΩ) = 0.125x. 5v * 0.125 = 0.625v (call it 0.6v).
Phase-Inverter Input to Speaker: You can calculate all the different things happening inside this circuit-block, but it's an enormous load of work for not much payoff. Or you note that there is a feedback loop from the speaker to the phase inverter, which makes the entire block an opamp.
Closed-loop Gain of an Opamp is 1+(Rseries/Rshunt).
Rseries = 27kΩ
Rshunt = 5kΩ (Presence pot)
Gain = 1+(27k/5k) = 6.4x
Speaker Output = 0.6v * 6.4 = 3.84v (rounded up to 4v to offset some earlier rounding-down).
If you want the full 36 watts clean, 12v / 6.4 = 1.875v at the phase inverter input. Hmm, 1.875v / 0.6v = ~3x which is why PRR said:
I figure it needs another gain of three to play like a 5F6a. ...
My suggestion gets you part of the way there. Turning up your guitar louder gets you part of the way there. Turning up the Volume control on the amp gets you part of the way there.
But at the end of the day you might be surprised to find, "
This amp sounds a whole lot cleaner than I expected. It's really hard to make the amp distort."
I can tell you from playing an acquaintance's 1958 5F6-A Bassman in a small airplane hangar that the original amp is brutally loud/clean and doesn't break up until
waaaaaaayyy up the Volume dial. Extra uncompensated loss due to the reverb circuit may produce an outcome you weren't looking for. A late tweed Bassman is one of the cleanest and least-midrangey tweed amps out there.