Many thanks PJ. You've saved me quite a bit of trouble.
I'd use a 2K trimpot. There are bulk foil trimmers available, if you're concerned about quality.
Oooh, foil trimmers! I didn't know they existed. But sure enough, Vishay Precision makes some. Assuming, for the sake of discussion, that resistor composition can affect sound, my assumption is that if two resistors are put in parallel - with one having 10X the resistance of the other -- then, other things being equal, the 10X resistor will have less of a sonic imprint than the 1X. My mostly ignorance-based guess is that magnitude of sonic imprint is proportional to current. If that's plausible, then my plan would be to use a 1K2 resistor with a 10K foil trimmer
bypass in parallel. If I like it, I will shell out for 1K2 silver tantalum resistors - to see if I believe I hear a difference. I'll start with a Dale RN 1K2 for the initial test.
If you don't bypass the cathode resistor, it will add around 30Kohms to the effective plate resistance, which makes it work harder into the 300B Miller capacitance; frequency response would be around -1dB at 20kHz. If you do bypass it, you'll want ~100uF. (These calculations are crude and approximate, not a full-out design effort!)
That's very good to know! I thought the bypass/no-bypass cap was purely an issue of gain. I didn't think that it influenced output impedance of the tube (or portion of circuit from 0V to plate). OK, so I don't want to muck with the ability of the driver to drive into the Miller capacitance - so I will add the bypass cap.
I'm not asking for you to do any calculations or provide a lengthy explanation -- but if the following can be answered quickly without effort on your part, I'd really appreciate your insight: For bypass cap sizing, is there some kind of complicated (by my standards) Q/resonance, etc. relationship that needs optimizing, or, instead, can I use a simple dumb rule of thumb: more capacitance = more good b/c more capacitance = less capacitive reactance? I.e., is the 100uF a ballpark
minimum figure - or instead a rough estimate of ideal balance of multiple factors?
cheers and many thanks again, Derek