[Csnd] fofilter
Date | 2018-05-02 17:33 |
From | Anders Genell |
Subject | [Csnd] fofilter |
Dear csounders, I am curious about the fofilter opcode. I am wondering a bit about different ways to use it. Is there a (simple) way to figure out how to create different vowel sounds for instance? Does anybody have examples, other than the one in the manual? Regards, Anders Csound mailing list Csound@listserv.heanet.ie https://listserv.heanet.ie/cgi-bin/wa?A0=CSOUND Send bugs reports to https://github.com/csound/csound/issues Discussions of bugs and features can be posted here |
Date | 2018-05-03 04:37 |
From | Marvin Juneyoung Kim |
Subject | Re: [Csnd] fofilter |
Hi Anders, there is a chart of formant frequency and bandwidth values in Csound manual. That way you can type in the numbers in the chart to create different vowels. Best, Marvin |
Date | 2018-05-03 05:36 |
From | Anders Genell |
Subject | Re: [Csnd] fofilter |
Thank you, Marvin! I have seen those tables but as I understand it, they are for the fof/fof2 opcodes but not for the fofilter opcode. Regards, Anders
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Date | 2018-05-03 06:23 |
From | Victor Lazzarini |
Subject | Re: [Csnd] fofilter |
No, they are just formants, you can use it in any setting Victor Lazzarini
Dean of Arts, Celtic Studies, and Philosophy
Maynooth University
Ireland
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Date | 2018-05-03 06:45 |
From | Anders Genell |
Subject | Re: [Csnd] fofilter |
Ah, yes, they are general formants defined by their frequencies and bandwidths, but how do I relate that to settings for fofilter? Or what’s is fofilter supposed to do really? Regards, Anders
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Date | 2018-05-03 06:58 |
From | Victor Lazzarini |
Subject | Re: [Csnd] fofilter |
It’s a band pass filter. You set the frequencies, then the rise and decay times
for the impulse response. The rise time
is just like kris in FOF and the decay time
is inversely proportional to the bandwidth.
Victor Lazzarini
Dean of Arts, Celtic Studies, and Philosophy
Maynooth University
Ireland
|
Date | 2018-05-03 07:17 |
From | Anders Genell |
Subject | Re: [Csnd] fofilter |
Aha! Bandwidth of impulse response! Didn’t read the instructions properly... Thanks!! Regards, Anders
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