Mike Walker said:
This thing about "the shape of the wave" has my mind racing. Are you forgetting that for a 20khz waveform to be any shape OTHER than a sine wave requires frequency response WAY beyond 20khz, because the components which would define additional characteristics or "shape" would, by their nature, be higher than 20khz.
Again refer to the Nyquist theorem, which states that ANY waveform can be created with a collection of harmonically related sine waves at various frequencies.
Yes, Mike. This IS correct, as you have stated. The components are indeed well above audio, and this is why good analog design for audio amps design for passbands to permit this as much as possible, with inevitable limiting factors.
The recording bias applied in recorders is way-way-above audio. If it fails, there is no signal impressed to the tape.
Why does this "carrier" need to be there? Why was this bias frequency run ever higher as decks developed?
This is also why early cheap transistor amps were bright but had bad phase distortion with the inverse feedback. They mutilated the proper
phase relationship as frequencies increased.
The Nyquist theorem again, presupposes sine wave reproduction, and for any chosen sample rate, becomes increasingly innaccurate
with increasing frequency. The absolute cutoff of definition this gives in digital application where sampling is inadequate is not nearly as useful in music reprodction as the gentle falloff of analog methods, when applied meticulously.
I refer to the side discussion of real vs digital pianos.
Regarding the meaning of "resolution", this is where point of perspective becomes everything...inside the computer, or outside the computer?
I can see ways these terms become interchangeable, depending on storage space/data rate available.
Ok, we simply learned opposite definitions regarding the gradation/resolution VS. word size/sample rate. I can accept that we agree
on this point despite terminology.