Taking my first steps with simple, single transistor Class A designs.
Can anyone give me a gentle intro to how the input and output impedance is set/calculated on the standard single transistor amp in class A configuration and the single transistor emitter/voltage follower?
Thanks,
[Edit] I'm working towards a guitar-based project so I'm currently aiming at an input Z of approx. 1M and an output Z of approx. 10K - I think...
You need a Jfet, not an ordinary transistor to have an input impedance as high as 1M. Or you can probably use two transistors with the second transistor bootstrapping the input of the first transistor. Here is a typical guitar preamp circuit:
The input impedance of the Jfet is infinity so the input impedance of the circuit is R1 which is 3M ohms.
An ordinary transistor has a fairly low input impedance.
A guitar preamp must have a very high input impedance for the inductance of the magnetic pickup to resonate at about 4.5kHz with the capacitance of the cable and produce a peak in the frequency response which creates the "twang" sound. A low impedance muffles the high frequencies so everything sounds like a telephone or like how a deaf person (a guitar player in a band?) would hear.
The EHX LPB-1 Booster circuit is shown in Google using an NPN ordinary transistor. The input impedance of the circuit is fairly low so it cuts most high audio frequencies.
Your new circuit with the 2N3904 transistor has a fairly low input impedance due to the negative feedback through R11 to the input.
I simulated it. With a transistor with a typical hfe its input impedance is only 22k ohms and is lower if the transistor has minimum hfe.
The value of the input capacitor is very low which cuts low frequencies.
I didn't calculate it, instead I simulated it. The simulation program uses a transistor with typical hfe.
I never bias a transistor like that with a feedback resistor because the negative feedback (and therefore the voltage gain) through the biasing resistor depends on the source impedance.
The input impedance results from the parallel combination of the following contributors:
* R19=100k
* (hie+hfe*R12) (hie=rbe, hfe=current gain)
* R11/(1+|A|) with A=voltage gain, which is roughly A=-g*R9/(1+g*R12) with g=hfe/hie.
(Miller effect for R11).
* Comment: The above gain formula assumes a signal source with a source impedanze Zin=0, see Audioguru´s comment.