>There is a real bipolar " problem " against FETs and is that you need perfect matched devices<
As I wrote earlier, the JFET matching issue can easily be addressed by measuring and sorting. This requires extra work and organization on the part of the manufacturer, but it is completely doable, and the countermeasures will not bring any disadvantageous side-effects (unlike the base current and internal diode issues of a bipolar transistor front-end).
>the Neumann constant/pole makes that come back the " spark " in the high frequencies that is totally losted with out it and this is what that panel tell us in a different kind of tests.<
What implementing the Neumann constant will unequivocally do is force the phono EQ amplifier response to rise at HF, which will boost the high-frequency energy in the pops and clicks on your LPs, making them noisier.
The issue with DMM is a bit similar - the cutter operates with a high-frequency bias signal (of around 70kHz) to make it easier to cut the amorphous copper blank. This bias signal is sufficiently large enough that you may be able to discern it as a distinctive pattern if you look at a DMM LP with a microscope.
Implementing the Neumann constant in a phono stage again will give extra amplification to the 70kHz bias signal. This doesn't stand out as being the most optimal approach.
>You are a LOMC designer so I don't need to enligth you why bipolars are better electrical match than FETs.<
Your arguments haven't been very convincing so far.
>This is not about wiisdom.
<
At least we can agree on one thing!
>That phono stage originally was designed by P-mares and a contribution from you latter on. Is not even balanced and used Jfets at the input with an AD829m overall topology and I was thinking was your own design an a unique one but it's not.<
@rauliruegas, wrong again. My present phono equalizer circuit can be loosely regarded as sharing a similar conceptual approach as the HPS 5.1, shown at the following page, but done with completely discrete devices
.http://www.synaesthesia.ca/LNschematics.htmlIn any case, I hope that you will become able to technically substantiate your opinions.
kind regards, jonathan