RRod
Headphoneus Supremus
- Joined
- Aug 25, 2014
- Posts
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With the Ponostore (poh-nah-stoh-ree?) looming as a source of HD material, I've been doing as much fiddling with filters and test files as I know how to verify what I can hear. At this point, I think I've verified that nothing on this green Earth will let me benefit from >16kHz frequencies. With that settled, I moved on to the 16- vs 24-bit question.
I made a little test file, which is a full-bore triangle wave at 100Hz followed by as quiet a square-wave as I could get at 3200Hz with my hacked-together dithering algorithm. Here it is:
https://drive.google.com/file/d/0BwmVtb5IwniEY1VZQWxIbDdaaVk/view?usp=sharing
What are the caveats of such a test file? That is, what real-life situations would take away from the dynamic range of this test? What could add to it? If this is a dumb example I'd like to know. Otherwise, ostensibly, it seems that the dynamic range of 16 bits (here maybe even just 14-15 bits) is pretty darn huge, making me question what another byte could get me as an end-user (and verify what theory would say anyway).
I made a little test file, which is a full-bore triangle wave at 100Hz followed by as quiet a square-wave as I could get at 3200Hz with my hacked-together dithering algorithm. Here it is:
https://drive.google.com/file/d/0BwmVtb5IwniEY1VZQWxIbDdaaVk/view?usp=sharing
What are the caveats of such a test file? That is, what real-life situations would take away from the dynamic range of this test? What could add to it? If this is a dumb example I'd like to know. Otherwise, ostensibly, it seems that the dynamic range of 16 bits (here maybe even just 14-15 bits) is pretty darn huge, making me question what another byte could get me as an end-user (and verify what theory would say anyway).