cyrano wrote:Yes, I could, but what would be the point?
It would illustrate that the so called "logarithmic" view does not accurately represent the log sample values.
The other thing that cannot be represented with a logarithmic vertical scale is silence.
http://www.rapidtables.com/math/algebra ... m_of_0.htm
We work around this limitation by ignoring values below a specified level, and by plotting the log of the inverse of negative sample values. The linear scale does not require these esoteric tricks because all valid sample values may be accurately plotted,
cyrano wrote: Squaring looses information? That's some strange math, there.
Not strange math, basic physics. By squaring, you loose phase information - the square of a signal is the same as the square of the inverse signal, but clearly a signal and its inverse are very different things (try mixing a signal with its inverse).
cyrano wrote:I'd like to see REAL, accurate values. And 32 bit is only an internal format. It doesn't have anything to do with the quality of the source and its ALWAYS 32 bit, so it offer NO real information.
Try this:
1) Take three audio tracks and normalize to -3 dB
2) Make one of the tracks 16-bit, one of them 24-bit and one of them 32-bit float (
track dropdown menu > Set Sample Format)
3) Amplify all three tracks by +20 dB (you will need to enable "Allow clipping" in the Amplify effect)
4) Amplify all three tracks by -20 dB.
You will immediately see that the track format can be
extremely important.