Lets say we have a 12AX7 with 300VDC on the power rail and a 100k resistor on the anode which would give us 3mA. Okay lets bias that at 1V on the grid and suppose that gives us 1.5mA of current at rest. I'm just making up numbers and haven't got a loadline to be precise but it'll do for my question.
Now when we define the dropping resistors for that stage, lets make it the last one so we don't need to add the next stages current and voltage, and lets say we're dropping 10V from the previous stage.
Do we count the idle current or the max current, 1.5mA or 3mA?
If it is indeed the bias current then where does the other 1.5 mA come from. Opps I just worked it out. If the anodes at 0V then the resistor will drop 3mA and if the anodes at the bias of about 150V then it'll drop 1.5mA and the 300V it'll drop 0mA. So we do indeed calculate for the full current?
But what about two stages together which are out of phase, wouldn't they share the 3mA between them as when ones at 0V the others at 300V and would act somewhat like a push/pull output stage so in fact the current for the two is 3mA?
Clarifying this would go a long way to me understanding whats actually going on... in relatively simple language with no mention of the dreaded j!
Now when we define the dropping resistors for that stage, lets make it the last one so we don't need to add the next stages current and voltage, and lets say we're dropping 10V from the previous stage.
Do we count the idle current or the max current, 1.5mA or 3mA?
If it is indeed the bias current then where does the other 1.5 mA come from. Opps I just worked it out. If the anodes at 0V then the resistor will drop 3mA and if the anodes at the bias of about 150V then it'll drop 1.5mA and the 300V it'll drop 0mA. So we do indeed calculate for the full current?
But what about two stages together which are out of phase, wouldn't they share the 3mA between them as when ones at 0V the others at 300V and would act somewhat like a push/pull output stage so in fact the current for the two is 3mA?
Clarifying this would go a long way to me understanding whats actually going on... in relatively simple language with no mention of the dreaded j!
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