Hi,
I'm trying and failing to get my head around mus-chebyshev sums. For
predictability I was trying to achieve the square wave output but getting hung
up. The manual says mus-chebyshev-tu-sum and friends perform the same function
as partials->polynomial, but it takes a coeffs vector too, so I'm confused
about how you would perform additive synthesis (as square wave) with it?
I get the parts about phase, and ability to set individual partial amps etc.,
but can't quite figure what coeffs needs. My three tries for the coeffs vector
don't seem to work. I guess I'm thinking phase and amps are not all that
critical as long as the coeffs are correct, but I could be wrong. But maybe
it's the other way round where you can only do it thru phase and amps and the
coeffs are not that critical.
(with-sound (:srate 48000 :channels 1 :play #t)
(let* ((dur 1.0)
(samps (seconds->samples dur))
(coeffs (partials->polynomial (float-vector 1 1 3 1/3 5 1/5 7 1/7 9 1/9)
mus-chebyshev-second-kind))
;(coeffs (float-vector 1 1 3 1/3 5 1/5 7 1/7 9 1/9))
;(coeffs #r(0.8349206349206351 0.0 -2.082539682539683 0.0 18.43809523809524 0.0
-40.63492063492063 0.0 28.44444444444444 0.0))
(x 0.0)
(incr (hz->radians 200.0))
)
(do ((i 0 (+ i 1)))
((= i samps))
(outa i (* 0.01 (mus-chebyshev-u-sum x coeffs)))
(set! x (+ x incr))
)))
Thank you,
Jim
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