Take into example the classic 5E6/Marshall Plexi circuit: the lead and normal channels are joined before the DC Coupled Cathode Follower stage via 2 470K mixer resistors.
Those resistors are not before the actual cathode follower, but rather to the common-cathode gain stage driving it.
If I do the math, a 470k serie resistor here, figuring a total capacitance (including Miller effect) of roughly 100pF, that brings the low-pass cutoff point at around 3.4KHz! Some say that capacitance can be as much as 150pF, making even worse.
Is there anything else about this stage that makes my math wrong?
I'm guessing also this is why the lead channel bypasses this resistor with a 500p capacitor. But doesn't that defeat the purpose of the resistor if you bypass it?
And if I wanted to have the frequency response almost identical to if no resistor was there, how do I calculate the bypass capacitor needed? Is there any logic in making it around the same value as the stray capacitance (100-150pF)?
Those resistors are not before the actual cathode follower, but rather to the common-cathode gain stage driving it.
If I do the math, a 470k serie resistor here, figuring a total capacitance (including Miller effect) of roughly 100pF, that brings the low-pass cutoff point at around 3.4KHz! Some say that capacitance can be as much as 150pF, making even worse.
Is there anything else about this stage that makes my math wrong?
I'm guessing also this is why the lead channel bypasses this resistor with a 500p capacitor. But doesn't that defeat the purpose of the resistor if you bypass it?
And if I wanted to have the frequency response almost identical to if no resistor was there, how do I calculate the bypass capacitor needed? Is there any logic in making it around the same value as the stray capacitance (100-150pF)?
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