27 Dec
2007
27 Dec
'07
5:31 p.m.
* John Anderson <ardour(a)semiosix.com> [2007-12-27 18:17]:
On Thu, 2007-12-27 at 16:21 +0000, Folderol wrote:
Strictly speaking, one delay gives you one reflection, let's say off one
wall. But since sound propagates in spherical waves, it will bounce on
many surfaces, not one (if you are in a room).
So don't expect to simulate a real room using a plain multitap delay.
You would have to look for a delay feedback network,
which will introduce much random reflections.
regards, Peter
On Thu, 27 Dec 2007 16:38:21 +0100
Fons Adriaensen <fons(a)kokkinizita.net> wrote:
Ah, OK. A delay also implies a comb filter, right? So a multi-tap delay
would allow you to simulate a space with different sizes in the 3
different dimensions? On Thu, Dec 27, 2007 at 07:22:37AM +0000, John
Anderson wrote:
I had to think about this for a while, but it does of course make
perfect sense. Using delays will give not only the fundamental but also
all the harmonics as well, just as a mechanical resonance would do :) I'm looking for something like an array of
bandpass filters with
feedback, to simulate resonance in different sized spaces. Doesn't have
to be particularly real-world-accurate.
The way to simulate this is not to use filters but
delays with feedback.
I'll definitely give it a try.
thanks
John
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