... if I'm really being honest, what I want to know is how, or if, I can use an OPT as a tone shaping component in an amp. ...
DON'T. Focus on "
how do I make this amp function?"
Where guitarists screw up everything (me included) is we start the entire electronics conversation with, "
What does ____ do for 'tone'?" That makes it more complicated than it is, and causes us to overlook the obvious right in front of us.
I'm sure I'm missing something here, but using Ohm's law and a 6V6GT to get 12.25W with different loads:
350V
35mA
12.25W
10,000R
284V
43mA
12.25W
6,600R
328V
37mA
12.25W
8,800R
Power, Voltage Current, Impedance. These are all related to each other in 2 equations:
Volts = Current x Resistance
Power = Volts x Current
Then we throw in another variable: the Tube.
We have to stay within its limits of operation.
Then we throw on another Complication: AC conditions vs DC conditions
We are trying to make Audio Power Output, which is
Alternating
Current, or AC.
Our tube uses a DC power supply, and idles at DC conditions of volts, current & power (dissipated as waste-heat).
DC conditions are not audio power output, but they tell us what we're working with.
The tube's limits guide us in how far we can push the tube to
alternately deviate from the DC condition, and yield AC Power Output.
You had a 250v supply and a 6.6kΩ load in your opening post. Other things are stated on the graph, but aren't slapping you in the face (though they should): 250v screen, -12.5v bias, 8.8v RMS of applied signal.
Top graph of Page 3 of the 6V6 data sheet shows 250v screen and conveniently has a grid-line at -12.5v: ~45mA idle
We can see from the power output (if nothing else) this is a single-ended 6V6: ~4.5-4.7 watts
We can cheat because they tell us the Power Output; combining the formulas above we can find the AC Volts across the OT Primary as Volts (RMS) = √(Power Output x Impedance) = √(4.5 watts x 6600Ω) = ~172v RMS
We should see this 172v RMS will occur when the 6V6 pulls Current = Volts / Impedance = 172v RMS / 6600Ω = 26mA RMS through the primary.
Check: 172v RMS x 0.026A RMS = 4.47 watts
But the tube's limits are about
Peak values: 172v RMS x 1.414 = 243v Peak, 26mA RMS x 1.414 = 36.8mA Peak
We should see the 6V6's idle current of 45mA allows us the room to swing upward by ~37mA to ~82mA. We then check the upper graph on Page 4 of the data sheet to see whether our 250v on the screen will allow this plate current: it does, as the tube could manage around 100mA.
We should see the plate voltage swing from 250v down by
243v Peak to only 7v on the plate is not-possible. The curves converge below the knee to show we need ~20v minimum on the plate, but the error is fairly small & gets ignored.
We should notice the "applied signal" is given as 8.8v RMS, which is 8.8v RMS x 1.414 = 12.44v Peak, and almost as-large as our bias voltage of -12.5v (meaning the tube is fully-driven, short of gross distortion).