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Input Capacitance of a Triode-Connected D3A

I have the Telefunken data sheet for the D3A.

It does define the input capacitance for triode-connection.

However, being the data sheet is largely written in German, and I can only read English, I am having difficulty in obtaining the following information from the data sheet for the D3A:

Cathode to Grid Capacitance, Triode-Connection

Grid to Plate/Anode Capacitance, Triode-Connection


I need this information so I can calculate the Miller capacitance for a triode-connected D3A.

Can anyone help?

Thanks in advance!
 
2.7pF G1 to anode. in triode connection with G3 tied to kathode.



3.3pF for G1 to anode with G3 tied to the anode.



Cg1/Cathode in pentode seems to be 6.8pF +-0.7pF so that ought to give you a ballpark. The data sheet uses a syntax that i am unfamiliar with.
 

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What's the mu of a D3a in triode? It's high isn't it, like 70?

If the anode+g2 to g1 capacitance = 2.7pF, and you add 0.7pF to that to account for strays, you get 3.4pF. With the mu of 70, the input capacitance will be something like 250pF, which is even higher than that of a 12AX7.
 
Which all means the input C of a D3a in triode is probably >250pF (if used as a mu-follower with a DN2540 plate load, for instance). That's high.

If using it as a driver for a 300B (for example), and with a volume control before its grid, you'd need to make sure that volume control doesn't interact with the input C to create too much of a HF rolloff.

E.g., If using a 100k pot for the volume control, its max output resistance will be 1/4 that, or 25k ohms.

F3 = 1/2piRC

If
C = 250pF (0.0000000025 F)
R = 25,000 ohms

F3 = 25,465 Hz !!!!

Ouch.

If you reduce the gain (and therefore the Miller C) by using a resistor for the plate load and leaving the Rk unbypassed, you've raised the rp of your D3a-triode and reduced its gain, making it a less effective driver of your 300B. Perhaps it's still good enough, though.

Another solution could be to use a 10k volume control, which would have a max Rout of only 2.5k ohms, which would yield an F3 of 254,648 Hz. You'd just have to make sure your sources can drive a 10k ohm load. Easy to do unless you use only vacuum tube-based sources and you have a religious aversion to cathode followers.
 
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