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In Reply to: RE: I agree with Baerwald being mathematically attractive, but... posted by John Elison on May 2, 2011 at 10:56:44:
As I mentioned, I did not know the source of the constant in the Stevenson equation that I have and so was unsure that it was going to be right. I will dig into the literature and amend the Stevenson equations to adapt them to be flexible to variable groove radii. The spreadsheets I have, originally built by someone who has studied more about the mathematics of distortion than single person I know, have a constant in them for mounting distance for Stevenson and the null points generated off EL/OH/OA, while the other alignments have their null points generated off groove radii inputs.
As for the other part, it is not a misunderstanding on my part at all, and I thought that by qualifying my statement using the words "standard mounting distance according to an IEC template" (wherein I assumed standard IEC groove radii for a single set-it-and-leave-it alignment), and "practical" and "effective", I was not misrepresenting anything either. I assume you understood what I was trying to say.
In any case, I will stipulate again here that for any given record, if the alignment is set up to match the parameters of the modulated groove envelope, among the three main alignments (Baerwald/LofgrenA, Lofgren B, and Stevenson), the Baerwald/LofgrenA alignment will have the lowest peak tracking angle distortion [personally, I think "lowest overall distortion" is not necessarily accurate without further qualification - one that you have provided in a comparison between Lofgren A and B a few years ago (link below)].
As for the rest, once again you provide a very elegant and clear explanation of the issues and both I and future users of the VA archives thank you!
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Follow Ups
- Thanks for correcting me on Stevenson - travisty 17:35:45 05/02/11 (0)