Al, when Peter takes me to visit you, before we get to drinking, you will have to try to explain this to me, because I do not understand this at all. (And this post does not even make any sense to me.)
1) To plagiarize an earlier post in this thread (Peter A, I think) if the dCS gears allows you to conclude that digital theory, properly implemented, gets you a perfect reproduction of the musical waveform (and not as I think an approximation thereof) then how can digital ever be improved upon from here?
Ron,
as I had stated, the sound might have been even better, but it was convincing enough. I had had real worries that there might be some unresolvable issues with Nyquist sampling after all, but on the most critical timbres that I was listening for I found proper believability. So no, I did not claim the sound to have been perfect, but it was convincing enough for me to to deem it audible proof that the underlying theory really was perfect, i.e. flawless, otherwise I might still have heard substantial and worrisome issues with the most critical timbres that just wouldn't go away. I didn't. Certainly not compared to analog reproduction in great systems (of course nothing quite approaches the sound of live music, for multiple reasons.)
2) A higher sampling rate must get digital closer to reproducing a complete waveform. How can it not?
As long as sampling rate is at double the frequency, the waveform is represented completely. Thus, at 20 kHz frequency the waveform is represented as completely by a 44.1 kHz sampling rate as it is by a 192 kHz sampling rate. I suggest you watch again the video in the link that I already posted earlier, it shows the 20 kHz sine wave on the oscilloscope:
https://www.xiph.org/video/vid2.shtml
Only when you go in frequency beyond half a given sampling rate, that frequency cannot be properly re-presented anymore by that sampling rate. For example, a 30 kHz tone cannot properly be represented anymore by the CD sampling rate of 44.1 kHz, but it falls comfortably within the range of representation by a 192 kHz sampling rate. But we cannot hear above 20 kHz.
Aah, but what about a tone that is not a sine wave? Amir explains it very well here:
http://www.whatsbestforum.com/showt...ral-resolution&p=334892&viewfull=1#post334892
Why can sometimes high-res sound better? For reasons of practical implementation. It's just easier with more data points along the curve, but not theoretically necessary. The dCS gear did just fine on just Redbook CD, which sounded more convincing and real than hi-res on other digital playback.
PS: I look forward to your visit!
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