[Csnd] Wave terrain opcode
| Date | 2020-06-16 22:40 |
| From | docB <000005d2745f1ec0-dmarc-request@LISTSERV.HEANET.IE> |
| Subject | [Csnd] Wave terrain opcode |
hi,
here is an enhancement of the wave terrain opcode
https://github.com/docb/csnd/tree/master/opcodes
changes:
- added curves: limacon with parameter, lemniskate (G), lissajous (4
variants), rhodonea (5 variants), cornoid with parameter, trisec (Ceva)
with parameter
- tables are krate
- added k parameter for rotating the curve around the current x,y
example:
asigL wterr 0.5, kcps, kx, ky, krx, kry, krot, kcurve, kparam, ktab0,
ktab1
kx,ky center
krx,kry radius
krot - rotation [0-2PI]
kcurve
0=ellipse,1=limacon,2=lemniskate,3=lissajous,4=rhodonea,5=cornoid,6=trisec
kparam limacon,cornoid,trisec -> curve parameter (continous 0-4),
lissajous 0-4: selects the curve parameters {1,2,M_PI/2},
{3,2,0}, {3,2,M_PI/2}, {3,2,M_PI/4},{3,4,M_PI/4}
rhodonea 0-4: selects the curveparameters {1,2}, {2,1},
{3,1}, {3,2}, {4,1}
ktab0, ktab1 the two tables
Note that the interface may change in order to make the usage easier
(e.g. with the superformula ...)
in this raw demo i have choosen 2 plain sin waves with a low octave
intervall (later a chord) and only a small amount of reverbsc
to demonstrate how the different curves add harmonic spektrum.
https://www.youtube.com/watch?v=r8ILSstAlw8
note that the curves behave much more different when other input waves
come in.
best Christian
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| Date | 2020-06-16 23:03 |
| From | "Jeanette C." |
| Subject | Re: [Csnd] Wave terrain opcode |
Jun 16 2020, docB has written:
...
> https://www.youtube.com/watch?v=r8ILSstAlw8
...
Wow! This sounds lovely! I've never delved much into waveterrain
synthesis, but your opcode, even in such a raw form sounds fascinating!
It sounds like a good addition to the standard Csound distro.
Best wishes,
Jeanette
--
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| Date | 2020-06-17 16:19 |
| From | john |
| Subject | Re: [Csnd] Wave terrain opcode |
Two questions:
1: Are you happy to have your code incorporate into the githu/csound
repository?
2: Are you willing to reease under LGPL like the bulk of csound.
ANd a concern; your arguments are not compatible with the current terrain
opcode as far as I can tell. So it may need to be a new opcode. I am
willing to deal with that if the answers to the questions are positive
==John ff
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| Date | 2020-06-17 16:48 |
| From | "Dr. Richard Boulanger" |
| Subject | Re: [Csnd] Wave terrain opcode |
Christian, It's a really beautiful and spectrally rich opcode! I hope you will add it to the next version. I would love to use it. Dr. Richard Boulanger Professor Electronic Production and Design Berklee College of Music > On Jun 17, 2020, at 11:19 AM, john |
| Date | 2020-06-17 23:33 |
| From | docB <000005d2745f1ec0-dmarc-request@LISTSERV.HEANET.IE> |
| Subject | Re: [Csnd] Wave terrain opcode |
hi john,
> Two questions:
>
> 1: Are you happy to have your code incorporate into the githu/csound
> repository?
sure. i really profit so much from csound so i don't care to give back.
>
> 2: Are you willing to reease under LGPL like the bulk of csound.
sure, i already have put the stuff in github under LPGL
>
> ANd a concern; your arguments are not compatible with the current
> terrain opcode as far as I can tell. So it may need to be a new
> opcode. I am willing to deal with that if the answers to the
> questions are positive
sure. but i would like to discuss about your ideas, common sense how we
could optimize the new opcode. the main issue is often usability e.g
i would like to add the superformula but it is not as easy as it might
look.
i have checked with my ffmpeg framework which visualizes also the speed
changes of the point running through --
which is indeed a topic in waveterrain synthesis. So i noticed the need
of a separate investigation on that and
that usable parameter settings of such curves is not easy to find e.g
the problem that parameter changes inside the sin/cos terms
are not continuous and are instead dependent on their farey order.
bottom line -- here need some time for finding a solution (this also
targets the lissajous and rhodonea curves).
however, in the current setup it adds value and the later addition of
other curves it should not not cause incompatibliities.
best, christian
>
>
> ==John ff
>
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