[sdiy] top octave gneration
adam at hoodmusic.net
adam at hoodmusic.net
Wed Nov 21 11:50:30 CET 2001
i could do it with AVRs, but i want to make an organ and keep it as simple as
possible, and and AVRs would require investment in new equipment and learning
them, so that kills the simplicity for me.
adam
Theo wrote:
> As I suggested earlier;
> you can do that with a AVR.
> Or rather 12 AVRs that are also the dividers.
>
> Theo
>
> Cross tread remark:
> PIC have other applications ;)
>
> From: Don Tillman <don at till.com>
>
> > Brock Russell wrote:
> >
> > > Just happen to have the 9 bit top octave divide list on my desk.
> > > (2 MHz typical input)
> > > Equal tempered scale; a few Just scales from Vanessa Else (Polyphony May
> 84)
> > > C (hi) 239 210 360 630 24
> > > B 253 224 384 672 26
> > > A# 268 240 400 720 27
> > > A 284 252 432 756 28
> > > G# 301 270 450 810 30
> > > G 319 280 480 840 32
> > > F# 338 330 512 900 33
> > > F 358 315 540 945 36
> > > E 379 336 576 1008 39
> > > D# 402 360 600 1080 40
> > > D 426 378 640 1120 42
> > > C# 451 405 675 1225 44
> > > C (lo) 478 420 720 1260 48
> >
> > I'm sure I've said it a couple times before whenever the topic of top
> octave
> > generators comes up, but it's been a while...
> >
> > The divide-by-239 to divide-by-478 is the classic top octave chip, like
> the
> > 5024. It has roughly twice the error of the gear-based Hammond organ tone
> > generator (that's 1938 technology!)
> >
> > The reason is that instead of a 1/N approach the Hammond uses a pair of
> gears
> > for each note, and thus an M/N approach, which gives you bettter accuracy
> with
> > smallish integers.
> >
> > This suggests a couple things. One is that you might want to aim for
> better
> > accuracy than a 1938 organ. Another is that it might be fun to copy the
> Hammond
> > ratios exactly with twelve 4046 PLLs and 24 dividers.
> >
> > -- Don
> >
> > --
> > Don Tillman
> > Palo Alto, California, USA
> > don at till.com
> > http://www.till.com
> >
> >
> >
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