pitch dependent on volume?
Reply #10 – 2003-02-21 22:19:57
And one thing you'd not hear if it was purely physical is the same shift beteen low and full level on a fader whose final output is mediated by a main volume control. I'm not sure if I understand correctly: Do you mean the perceived pitch shift of a 20-60dB and a 50-90dB difference is the same?But you do hear it even then, so it's relative to the range on the fader, not the absolute volume heard at the ear. Well, for me and my hearing on low volumes the pitch doesn't change, but the more the volume raises to a level where it becomes anoying, the pitch decreases noticeably (for me I'd say it's about a half tone (or is it called semitone) from lowest audible to highest standable volume). I think it would be hard to find a way of abx testing this - a true challenge. What is more, that apparent change is very linear. The non-linearity you mention would make an equally non-linear shift in which hair-sensors are going to respond, and this would acount for the roughening perceived in a sine at very loud levels, but that, also is not heard at low levels, even though this shift effect is. I think you confuse linear: amplitude/force=constant; precondition for harmonic oscillation with linear: volume difference/pitch difference=constant. I was talking about the first "linear". Sorry If I got you wrong.This would also be why mrosscook could hear it as if there was no pitch change. I can't be sure, but my guess is he (?) listened to it at various momentarily fixed levels rather that sweeping the level steadily, but I'm not sure. It's the change in level rather than any momentary value that cues us into compensating for the pitch change in a natural oscillator that is losing or gaining energy. If your assumptions made here were correct, this would be a good argument, but another conlusion would be that it's just harder to notice small differences on fixed levels.