... In fact, there isn't enough information given on the schematics to determine how much NFB is being applied in any of the models.
The is enough information on the schematics, but there is a burden on the viewer to do quite a bit of work to figure it out.
What is the impedance ratio for the output transformer on a Vibroverb Amp AB763?
Probably 4KΩ:8Ω, as the same output transformer was used in the AA763 Pro (with a single 15) and the AA763 Vibrolux (with a single 12).
However, we don't really need to know that. Kuehnel has a couple-chapters in his
5F6-A Bassman book going through the math derivation underpinning his
Long-Tail Calculator and his
LTP Feedback Calculator.
Cheating? Sure, but it's telling that there's no requirement to input anything about the tube type or output transformer, only the gain of the long-tail (gotten from the first calculator), the output power, transformer feedback tap, and the input of the power amp (which corresponds to the bias voltage of the output tubes).
- That tends to make obvious that the amplification from output tube grid-to-plate and step-down due to the output transformer can be ignored because they're part of a system that only creates a specified speaker-voltage when a specified tube grid-voltage exists.
Grid bias of the
AB763 Vibroverb is -55v, so max clean output power is happening at ~54v peak to one grid.
Kuehnel's Long-Tail Calculator says gain is 24.56 to one side, and 26.72 to the other side (when set for 12AT7 and a 22kΩ tail). Using the
LTP Feedback Calculator, set Rp to 0.047
kΩ to match the Vibroverb's 47Ω resistor, 40w RMS output, 8Ω feedback tap, and 54v peak power amp headroom (from above).
It would be convenient to be able to directly enter the feedback resistor value and get the closed-loop gain percentage. However, entering 60 percent spits a result of 0.8
kΩ as the resistor value.
√(40w * 8Ω) = 17.89v RMS at the speaker
54v peak needed at the 6L6 grid
54v / 24.56 (gain to one LTP output) = 2.2v peak
2.2v peak /1.414 = 1.55v RMS
17.98v RMS / 1.55v RMS = open-loop gain of 11.6
Closed-loop gain is 60% of open-loop gain (from LTP Feedback calculator), so
Closed-loop gain = 0.6 * 11.6 = 6.96
We might expect 40w at the Vibroverb's speaker when the LTP is fed 2.58v RMS or 3.65v peak.
I have no idea how
any of this speaks to JustMike's original question.