castleofargh
Sound Science Forum Moderator
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http://youtu.be/nLEhfieoMq8
If I understand your question correctly then this video answers it.
A nice video, but no, it doesn't explain my question.
The 16-bit vs 24-bit discussion thus far focuses entirely on the recording and digital mastering product. I completely agree with the main argument that 16-bit is more than sufficient as the mastering product. I have an advanced mathematical education so I have no issues understanding this part.
My question has to do with the practical effect on electronics going in the opposite direction, what happens from the digital audio file to the speaker cone, and whether using a higher bit depth (perhaps in combination with variable/adaptive gain) at any point in this process is useless, or not? For example...my favorite-sounding audio player, Audirvana, uses 64-bit (variable gain) for internal processing (they say it is to avoid round-off errors)...is this just a waste of my computer's CPU time? Another example, is buying anything more than a 16-bit depth DAC also a complete waste of money? Could it be that all the digital processing in this stage is just nonsense, that the sound improvements we hear in players like Audirvana are just a matter of coloring/styling the output to sound more pleasing to the ear? Should we focus more attention on the pre-amp stages in the DAC chip rather than worrying about all of the digital machinations of the chip?
I hope everyone can see that these are different questions. But I fear that the distinction might be lost on some, and if there is value to the A=>D=>A process (at any point) in using higher bit-depths then let's be careful to not throw the baby out with the bathwater.
you question comes down to a very simple question, can you abx a 16bit vs a 24bit of the same song? the result gives you an idea of the importance of using heavy hires files. if you're looking for audible changes that's all you need.
if you're looking for measurements, then we already have distortions and noise floor of gears showing that the math works pretty well with 16bit.