CD Quality Is Not High-Res Audio

Can't get those files...requires username and password
 
For me,

Hi-res audio = 24/88.2 or 24/96 or 24/176.4 or 24/192 or DSD.

And done by the best engineers in the business, and from the best artists as well (musicians, singers and all).

As for CD; it is just fine, even at 16/44.1 (the best ones). ...Channel Classics, Reference Recordings (HDCD), ECM, Analog Production Originals, DMP, Chesky, AudioQuest, Concord Jazz, DG, Philips, RCA Red Seal, Living Stereo, Mercury Living Presence, Analekta, Telarc, Dorian, ....
 
NorthStar;217516 As for CD; it is just fine said:
The mastering/remastering matters more in my [very] limited experience with hires than the final format. MA Recordings is wonderful, as are the many labels you list above. Apples to apples, best to best, I can imagine hi-res is stupendous, but practically speaking I look at my music collection and I am not sure that much of it is available on true hi-res (vs a re-labelled upsampled 16/44 if at all).
 
The mastering/remastering matters more in my [very] limited experience with hires than the final format. MA Recordings is wonderful, as are the many labels you list above. Apples to apples, best to best, I can imagine hi-res is stupendous, but practically speaking I look at my music collection and I am not sure that much of it is available on true hi-res (vs a re-labelled upsampled 16/44 if at all).

I agree (from my limited experience as well). I'm listening to the CD of Brenda Lee's Bewitching-Lee! and it's outstanding. Wonderful width and depth, a lovely sense of space. It doesn't have that digital feel of harshness of the sound that is often associated with the format.
 
The mastering/remastering matters more in my [very] limited experience with hires than the final format. MA Recordings is wonderful, as are the many labels you list above. Apples to apples, best to best, I can imagine hi-res is stupendous, but practically speaking I look at my music collection and I am not sure that much of it is available on true hi-res (vs a re-labelled upsampled 16/44 if at all).

And that is exactly why I also said: "And done by the best engineers in the business, as well including the best artists (musicians, singers and all);
the music itself."
 
Really? What thread have you been reading? It can't be this one. The thread you are referring to must be posted on digitalutopia.com.

Well, I guess people can read it for themselves.

Tim
 
An audio signal’s amplitude more or less correlates with its loudness or volume. The bit depth of the samples determines how many steps there are between the quietest and loudest possible sound that can be stored in that digital signal.

If there are too few steps, the signal gets “steppy” and sounds like a sequence of discrete notes rather than a smooth gradient.

Right. So get a piece of music that has a long, slow fade. if 16 bits is not enough, then as you reach the end of that fade, you should hear the music "stepping" down instead of fading smoothly. Hear that?

Tim
 
Hi

While I don't mind more "steps" since processing and storage are plentiful; I have to wonder what is the difference in dB between the steps, keeping in mind we can't hear the differences in loudness if it is 0.1 dB.

I will burn both samples and listen to them. I will dutifully report back to the collective.
 
Correct me if i am wrong: >>> 0.00002267573 second <<<

CORRECT ME IF I AM WRONG:

16 bit audio >>>> 65,536 possible levels.
24 bit >>>>> 16,777,216 possible levels.

And if the sample rate is 44.1, then you have 44,100 slices per second. Therefore, in 0.00002267573 second the music reproduction has @ 16 bit a choice of 65,536 possible levels of depth.

That appears to me to be some Extremely Tiny Steps.

zz.
 
CORRECT ME IF I AM WRONG:

16 bit audio >>>> 65,536 possible levels.
24 bit >>>>> 16,777,216 possible levels.

And if the sample rate is 44.1, then you have 44,100 slices per second. Therefore, in 0.00002267573 second the music reproduction has @ 16 bit a choice of 65,536 possible levels of depth.

That appears to me to be some Extremely Tiny Steps.

zz.

Hi


I am as anal as the next audiophile. I have tried the past few years to keep things in perspective. I have witnesses needle-drop that were entirely indistinguishable from their original LP on TT once the listeners , some of them analog die-hard, had the knowledge of what's playing removed. Those needle-drop were on 44.1/16. I am making my own needle-drop (not an endeavor for th faint of heart) and am in the process of acquiring a serious ADC. They will be made in 24/192 not because I consistently hear a difference ... Simply because in my mind higher sampling rate and bit-depth provide better mathematical results.

In reference to the title. For most people who care a bit about sound reproduction, it is somewhat understood and widely admitted that Hi-Res refers to higher than CD sampling rates and bit-depth. in that context CD wouldn't be Hi-Res, whether we can hear a difference or not between same mastering of Hi-Res vs CD is the debate at hand, at least I think is the one at hand :)
 
CORRECT ME IF I AM WRONG:

16 bit audio >>>> 65,536 possible levels.
24 bit >>>>> 16,777,216 possible levels.

And if the sample rate is 44.1, then you have 44,100 slices per second. Therefore, in 0.00002267573 second the music reproduction has @ 16 bit a choice of 65,536 possible levels of depth.

That appears to me to be some Extremely Tiny Steps.

zz.

So if that's correct, and your track is slowly fading, it's not fading nice and smooth, man, every 0.00002267573 of a second is stumbling down just 65,536 steps. You can't hear that? :)

Anybody listened to the samples yet? I'm embarrassed to say I can't find the adapter required to get optical out of my MacBook. Haven't used it since the last time I tried to hear hi-res with these tin ears and I don't know where I've put it.

Tim
 
And if the sample rate is 44.1, then you have 44,100 slices per second. Therefore, in 0.00002267573 second the music reproduction has @ 16 bit a choice of 65,536 possible levels of depth.

That appears to me to be some Extremely Tiny Steps.
zz.

It's still not enough steps to match analog...ie: smooth waveform
 
CORRECT ME IF I AM WRONG:

16 bit audio >>>> 65,536 possible levels.
24 bit >>>>> 16,777,216 possible levels.

And if the sample rate is 44.1, then you have 44,100 slices per second. Therefore, in 0.00002267573 second the music reproduction has @ 16 bit a choice of 65,536 possible levels of depth.

That appears to me to be some Extremely Tiny Steps.

zz.

On the face of it that sounds right. What I am not so sure of however is if the equivalent voltage increments is the same or not. My plebe mind tells me that if the increments are the same, you are throwing away headroom (for listening) if they are smaller then you really are getting more resolution/information density.

Sort of analogous to pixel size. Did you make the pixels smaller for the same sized display or did you just make the screen larger?

Nobody has been able to clarify this wherever I looked. Only the coders know. Amir, you lurking somewhere?
 

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