> which resistors do you use to determine the gain.
R9, R14,VR1, R13, R12.
Why do you think the frequency response needs measuring? (Worst-case on lows is about 8Hz; highs is very supersonic, and dead flat between.)
R9, R14,VR1, R13, R12.
Why do you think the frequency response needs measuring? (Worst-case on lows is about 8Hz; highs is very supersonic, and dead flat between.)
Mic Preamp
Thanks trying to use ARTA, will need a mic preamp with precise gain steps. User manual recommends a Monacor mpa-102, with a stepped gain, trying to build mine at a small budget. Phil Allison states that this circuit goes to 60db, how do you arrive at this with the resistors that you illustarated
Thanks trying to use ARTA, will need a mic preamp with precise gain steps. User manual recommends a Monacor mpa-102, with a stepped gain, trying to build mine at a small budget. Phil Allison states that this circuit goes to 60db, how do you arrive at this with the resistors that you illustarated
In addition to what PRR listed, the current dividers R4 - R10 and R8 - R11 attenuate the current coming out of the first stage by a factor of 11 and therefore also influence the gain.
Mic Preamp
if the pot was at minimum what would be the overall gain, conversely, if it was at maximum, what would be the overall gain
if the pot was at minimum what would be the overall gain, conversely, if it was at maximum, what would be the overall gain
Assuming infinite loop gains in both the discrete part and the op-amp, Zmic << R1 + R5, Zload >> R16 and R4/(R4 + R10) = R8/(R8 + R11), the voltage gain is:
(R12 + R13) * R4/(R4 + R10) * (1/(R2 + R6) + 1/(R9 + ((R14 * VR1)/(R14 + VR1))))
(R12 + R13) * R4/(R4 + R10) * (1/(R2 + R6) + 1/(R9 + ((R14 * VR1)/(R14 + VR1))))
Assuming +/- 15 V supplies, you have to add about 1.2 ohm to 1/(1/(R2 + R6) + 1/(R9 + ((R14 * VR1)/(R14 + VR1)))) to correct for the effect of finite loop gain in the discrete part, so the gain then becomes
(R12 + R13) * R4/(R4 + R10) * 1/(Rcorr + 1/(1/(R2 + R6) + 1/(R9 + ((R14 * VR1)/(R14 + VR1)))))
with Rcorr ~= 1.2 ohm.
(R12 + R13) * R4/(R4 + R10) * 1/(Rcorr + 1/(1/(R2 + R6) + 1/(R9 + ((R14 * VR1)/(R14 + VR1)))))
with Rcorr ~= 1.2 ohm.
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