nanook
Senior Member
Hello @ICIETDIYEUR ,- the gain bandwidth (Gain-bandwidth product = GBW)
- the stabilization time (Settling time)
- the scanning speed (Slew rate = SR)
here are my thoughts.
Giving estimations for required Opamp parameters would be nice, but I would need to spend serious time on this.
GBW:
Since the I/V-stage for the ES9039xxx is an inverting amplifier, a large GBW is important to maintain a large loop-gain and thus low distortion for the opamp itself. I haven't compared the THD vs. frequency plots of Opamps with different GBW, but a large GBW should result in a higher frequency where the THD starts to rise.
Sufficient loop-gain also makes sure the transimpedance stage manages to keep its inverting input close to Vref during transients. This is important for the DAC chip that is designed to drive into 0 Ohms and providing a low input resistance of the I/V-stage should improve distortion at higher frequencies where the sample-to-sample amplitude steps get larger.
With a GBW of 10 MHz and e.g. 1k feedback resistor in the I/V-stage, the loop-gain would be 40dB and the input resistance of this stage would be about 10 Ohms at 100kHz. This is ca. 2.5% of the output resistance (390 Ohms) of the ES9039q2m.
This doesn't sound too bad to me, but I cannot judge if this is good enough to make sure it doesn't contribute to THD. And who cares about THD at 100 kHz for listening? For measurement equipment this might be relevant.
Audio: At 10 kHz -> 60dB loop-gain -> 1 Ohm input resistance this should be good enough.
Settling-Time:
Assuming 96kS/s we have a sample every ca. 10us, so my gut-feeling says that the settling time should only be a fraction of this when you are dealing with a signal frequency close to fs/2, where subsequent samples may worst-case have full alternating amplitude. For lower frequencies the amplitude difference the opamp has to settle to is smaller.
I'm not really sure, but doesn't an incomplete settling only result in a tiny deviation in the frequency response? Assume the opamp manages to settle to 99% only (1% error band, thus a very poor requirement) and we are reproducing a sine with a frequency of fs/2, then the amplitude at this frequency would be 99% compared to low frequencies. This would mean the frequency response is ca. 0.1dB down at fs/2 compared to low frequencies. In audio no one would care whereas in a data acquisition application this would be a major flaw - just 7 bits of accuracy.
Slew-Rate:
Power-Bandwidth = Slewrate/(2*pi*Vpeak).
A Slewrate of 20V/us would be good enough for ca. 300 kHz at 7Vrms
Regarding the transient behavior: When dimensioned properly, the feedback capacitor responsible for the LP-filter in the I/V-stage will reduce the necessity of a very fast slewing to moderate values.
I'm afraid we are vastly off-topic, but I'd be curious what e.g. @KSTR and @AnalogSteph do think about my thoughts.
We may as well move this conversation to a different or new thread, if you are interested.
Last edited: