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- #221
@Cascode and @KSTR, thanks for the input on the gain stage. It prompted me to recheck a few things.
The feedback impedance near unity gain was indeed too low and not supported. I've increased Rf to 680ohms, at the cost of a small increase in noise. This allows for source impedances down to 75ohms while staying within the datasheet measurement low end of 600ohms. here's a table of the A-weighted noise contribution with a 75ohm source impedance and 2Vrms input:
THD is more complex. At 1kHz, 2V input, 0dB gain and 150ohm or lower source impedance, the datasheet says -134dB. It does rise at higher frequencies and with increasing source impedances, to -123dB at 10kHz and 600ohms, but A weighting brings this back down to about -130dB as the second harmonic at 20kHz is weighted by -7dB relative to the fundamental.
Overall I think I'd like to stick with the OPA1612 solution for its simplicity, low implementation risk, low voltage offset, low noise and broad availability. I may need to rethink the claimed specs to avoid having to surround them with too many qualifications, but measurement is the gold standard.
The feedback impedance near unity gain was indeed too low and not supported. I've increased Rf to 680ohms, at the cost of a small increase in noise. This allows for source impedances down to 75ohms while staying within the datasheet measurement low end of 600ohms. here's a table of the A-weighted noise contribution with a 75ohm source impedance and 2Vrms input:
Rich (BB code):
Gain Output Effective Rg Output noise Noise relative to output 0 dB 2.000 Vrms Open 0.434 µVrms(A) −133.3 dB(A) 1 dB 2.244 Vrms 5.57 kΩ 0.459 µVrms(A) −133.8 dB(A) 2 dB 2.518 Vrms 2.63 kΩ 0.486 µVrms(A) −134.3 dB(A) 3 dB 2.825 Vrms 1.65 kΩ 0.516 µVrms(A) −134.8 dB(A) 4 dB 3.170 Vrms 1.16 kΩ 0.550 µVrms(A) −135.2 dB(A) 5 dB 3.557 Vrms 874 Ω 0.587 µVrms(A) −135.7 dB(A) 6 dB 3.991 Vrms 683 Ω 0.627 µVrms(A) −136.1 dB(A) 7 dB 4.477 Vrms 549 Ω 0.672 µVrms(A) −136.5 dB(A) 8 dB 5.024 Vrms 450 Ω 0.722 µVrms(A) −136.9 dB(A) 9 dB 5.637 Vrms 374 Ω 0.777 µVrms(A) −137.2 dB(A) 10 dB 6.325 Vrms 314 Ω 0.838 µVrms(A) −137.6 dB(A) 11 dB 7.096 Vrms 267 Ω 0.906 µVrms(A) −137.9 dB(A) 12 dB 7.962 Vrms 228 Ω 0.982 µVrms(A) −138.2 dB(A)
THD is more complex. At 1kHz, 2V input, 0dB gain and 150ohm or lower source impedance, the datasheet says -134dB. It does rise at higher frequencies and with increasing source impedances, to -123dB at 10kHz and 600ohms, but A weighting brings this back down to about -130dB as the second harmonic at 20kHz is weighted by -7dB relative to the fundamental.
Overall I think I'd like to stick with the OPA1612 solution for its simplicity, low implementation risk, low voltage offset, low noise and broad availability. I may need to rethink the claimed specs to avoid having to surround them with too many qualifications, but measurement is the gold standard.
The target specifies 0.63 µVrms. However, it might be worthwhile to omit this and focus on only -130 dBA THD+N at 4 Vrms instead, resulting in a target of 1.26 µVrms, see below.