If there is a feedback resistor setting gain to 200
input of 100mv peak
without diodes, the signal would have become 20V peak
si diode will clip that at 0.65 ie at 3.25%
LED will clip that at 2.5V ie at 12.5%
Big difference in tone due to clipping the input at different places (also, more volume from LED)
Suppose no feedback resistor on 2nd Opamp
Signal would have become 9 Million Volts
Clipping that at 0.65V is 0.000000%
Clipping that at 2.5V is 0.0000000%
No difference in tone due to clipping the input at same place effectively (also, more volume from LED)
Now, suppose a couple of Ohms feedback resistor (forward dynamic resistance) for Diodes and a couple of tens Ohms for LEDs..
(bot non-linear but of different slope..)
Make your calculations as above and let us know your result..
Thanks,
Forward voltage of diode decides WHERE will the diode start clipping.
So all above calculations are the same
Internal resistances and capacitances will decide HOW the clipping will take place
But in the situation with no feedback resistor to limit the gain, we are either chopping the wave at 1/ 14 million with Si or 1/4 million of its peak with LED. Both are very extreme clipping.
Then minute differences in internal resistance of diodes , especially if in the 10 to 100 ohm range, will make no perceptible change at all
Basically, the clipping is so severe in both cases, we get almost pure square waves while considering / ignoring diode resistance WHEN THERE IS NO FEEDBACK RESISTOR.
The only difference i see between different diodes is volume.
I did a LTSPICE FFT analysis comparing Harmonic content of 9 million Volt peak signals chopped at 0.65V versus 2.5V.
It's same frequency content, except the 2.5v clip has higher volume. That was with ideal diodes.
Now suppose we considered diode resistance, the 0.65 could have become something like 0.65001 maybe.
So instead of clipping the wave at 1/14 millionth of the peak
, we will clip at 1/13.999999 millionth of the peak.
No perceptible difference.