That sounds like something I would have saved if I had seen it, so I
searched my SED notes folder without luck but found some old app notes
and a post from Win Hill that might be of interest to someone. (Probably
old hat to Phil):
Analyzing feedback loops containing secondary amplifiers:
www.ti.com/lit/an/slyt103/slyt103.pdf
Burr Brown Application Bulletin
FEEDBACK PLOTS DEFINE OP AMP AC PERFORMANCE
www.ti.com/lit/an/sboa015/sboa015.pdf
(composite amp discussion pp 9-13)
From: Winfield Hill <
Winfiel...@newsguy.com>
Newsgroups: sci.electronics.design
Subject: Re: Photodiode wich is fast enough to detect +50Mhz analog
(sinus) signal??
Date: 11 Aug 2004 03:31:18 -0700
Yannick wrote...
>
> Winfield wrote...
>> Careful, using a sufficiently-wideband opamp can insure the summing-
>> junction impedance will be low compared to the total shunt
capacitance.
>> Resistors have 0.05pF to 0.1pF of self capacitance, this should be
your
>> total feedback capacitance. With 3k resistor you'd have a -3dB
rolloff
>> at 530MHz. You want high R for low noise, so we'll try 100k, yielding
>> a 16MHz rolloff. Then we can apply the standard R-C-R trick (this is
>> more than 30 years old) to get a flat frequency response to 75MHz, or
>> whatever you decide your bandwidth should be.
>
> R-C-R trick to get a flat frequency responce, i never heard of this
> before, can you explain how it works?
I posted the circuit previously in this thread (20 July) and described
in detail how it works. Here's the circuit again:
| Rf R2 adjustable
| ,---/\/\---+---/\/\--/\/\----,
| | '--||--' | C2 R3 | nA-sensitivity wideband
| | Cf '--||--/\/\-- gnd | transresistance amplifier
| | |
| | __ ,-||--/\/\--+ correction network details
| input O--+---|+ \ | __ | R2 C2 = Rf Cf
| | >-+-/\/\-+-|- \ | R3 C2 sets bandwidth
| ,-|-_/ | | >-----+---
| | | gnd --|+_/
| gnd --/\/\--+-/\/\--' composite amplifier
The undesired Rf capacitance Cf is canceled by the R2 C2 network.
R3 is used to limit the upper frequency of this cancellation.
R2 C2 and R3 constitute the standard R-C-R trick. I thought of this
about 18 years ago, and have used it with great success since then.
Later I learned that it had been described in an old Keithley manual,
and probably in many other places years before that.
BTW, the circuit above will outperform (sensitivity, bandwidth, SNR,
phase accuracy) any of the resonant schemes you've been contemplating
here. It's not true that feedback makes things more noisy. In this
circuit feedback (and a high-performance composite amplifier) insures
that all of the signal current is used by the amplifier, rather than
becoming uselessly drained away by the input-node capacitance. Thus
feedback actually improves the SNR. Using a resonant input doesn't
solve the capacitance problem because if a high enough Q is used for
a solution, it simply creates insurmountable phase-error problems.
--
Thanks,
- Win