Hmmm... I believe that the world clock is the sample rate (see the product "Apogee Big Bend") but yes, maybe I'm wrong...
All right, here is the idea :
I am an orchestral composer (florianbador.com) and I can't afford an orchestra (about $10K per hour of recording session...)
So I use only soundbanks and I make my best to push the realism as far as possible (see "Solemn Lullaby" on my website)
There is a big problem with strings, it's that when real violinists play a tune, their note is not perfect, even a digital recording of them would sound almost like a tape recording (randomly slightly detuned)
But with soundbanks, the violinists that played each note of the bank focused too much on making the notes perfect, and it doesn't sound natural in the end.
So what I usually do, is apply a custom pitch bend graph on each string recordings in order to detune them (once in the box).
The problem is that it is absurd to depitch a recording, which results in a sort of resampling and thus, a loss of quality, while the same thing (even better) could be done when playing these samples with the soundcard, using an irregular playback sample rate.
That way, not only that it would save a lot of time (just have to adjust a few buttons and the "random tape effect" would apply in real time) but it would also improve the quality (no resample needed)
Ideally, I would have a little box with 2-3 buttons and a BNC output going to the soundcard of my orchestral banks.
The 2-3 buttons would be something like :
- maximum pitch amplitude (even though it is random)
- average speed of variation (although it would be multiple sine waves combined as BradTheRad said)
- (eventually if I could switch to other rates than 96KHz it would be nice too)
You can probably better understand why irregular impulses would be a disaster... If products like Apogee Big Bend are sold $1500, there's a reason. Jitter effect would be terrible on violins.
So the trick is to have a random clock on the large scale (100-1000ms), but still extremely stable on the short scale (in a 20ms period) It is like a very smoothed graph in the end.