QUOTE (icedragon @ Jul 10 2005, 01:03 AM)
If the only issue at hand was frequency response, then that'd be true. There are also issues of impulse response, which has been shown to be audible up to an 80khz equivalency in regards to time domain placement and soundstage; and also the fact that the "96dB" number only happens 'in a perfect world'.
Right, stop there. You're heading straight into the "little knowledge is a dangerous thing" area. Really. Even if you've spent the last 20 years in a recording studio.
The accuracy of impulse responses in regards to time domain placement and sound stage has
no equivalence in the frequency domain. What you're talking about are interaural cues from transients. They work down to about 10 microseconds, which you might believe implies a frequency response of 100kHz, of a sample point spacing of 10 microseconds which implies a sampling frequency of 100kHz (and hence a frequency response of 50kHz).
Wrong wrong wrong wrong wrong. You can represent that 10 microsecond delay between two signals using a standard 44.1kHz sampled system. Try it in Cool Edit if you don't believe me.
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It doesn't take much to make a believer out of someone who's a member of the "Good Enough Police", some of whom even say "32khz/14bit is good enough!". Again, maybe in a perfect world, with perfect mastering.
It might do for me, but there are plenty here who would hear that 16kHZ low pass, and probably the time domain ringing it introduces too!
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Have you ever seen an impulse, quick transient (pin drop) or series of quick transients (guitar strum) go in and out of 44.1/16, or even go into 192/24 and then be -resampled and redithered- to 44.1/16?
Yes, have you ever seen the impulse response of a real microphone? A real loudspeaker? They're not that impressive, are they? How about the impulse response of the human auditory system? It doesn't strictly have one in the linear sense, but have you seen signals the brain receives from a single audible impulse (click)?
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Try recording a 10khz square wave at 44.1/16 versus 192/24. Try looking at the pre and post echo of a 10uS 'click' at 44.1/16 vs 192/24.
Better still, trying recording a 10MHz square wave - wow - it completely wrecks that! What does it prove, in audible terms? Well, I don't know - can you hear all the features of a 10MHz square wave? How about all the features of a 10us click? etc etc
You're implying an understanding of human hearing which isn't generally accepted. Of course low pass filtering a signal with high frequency components changes what it looks like - but does it change what it
sounds like?
This is the fundamental question which all your facts simply do not address.
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Record a 980hz sine at even 48/24 and resample to 44.1, and drop bit depth to 16 from 24 without dither.
OK, now you're just being silly. You finally suggest an example with a sensible audible signal, but then you break one of the basics of sampling theory, show the predictable nasty results, and suggest that proves something?
Anyway, enough. The scepticism here stems from the lack of objective or even rigorous (double blind ABX) subjective proof that more than ~20kHz bandwidth is required.
If you have some new evidence on this subject, please bring it.
Cheers,
David.