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Author | Topic: Self replicating Sounds |
TazioSchiesari Member |
![]() ![]() ![]() I have recently heard about these interesting synth patches that once set up can run on their own and mutate over time. I haven't found any solid article or video on them. I believe they do extensive use of feedback and dynamic modules. Is anybody using this kind of technique? Is so would you share any though on the topic? [This message has been edited by TazioSchiesari (edited 16 January 2015).] IP: Logged |
SSC Administrator |
![]() ![]() ![]() The elements you'd need would be: • A Sound with several branch points that could be selected by an EventValue (for example, you could have four Sounds feeding an InterpolateN and the !Interpolate control would determine which of those 4 Sounds passes through that junction. Your Sound would have several junction points, for example !J1, !J2, !J3). If your algorithm for determining the next state based on the present state is complex (if it's not easy to predict and depends a lot on the initial state), then you might get some very interesting dynamically evolving behavior from the system. Or it could spiral into a fixed point and stick there forever! IP: Logged |
pete Member |
![]() ![]() ![]() If you want to get a similar effect to actually produce the raw sound from an algorithm (at ample rate you could try starting from the algatone found in the middle of this thread. http://www.symbolicsound.com/cgi-bin/forumdisplay.cgi?action=displayprivate&number=7&topic=000490 This uses feedback to form the self generating waveforms and only uses delays but only one sample long, but can make patterns that don't repeat until one second. Two of the cells are added to try to unlock the algorithm if it gets stuck at plus or minus one. May be adding more of the feedback cells you you could get something that takes much longer to evolve. hope it helps. Pete IP: Logged |
SSC Administrator |
![]() ![]() ![]() Links to other examples in the complex systems/evolutionary vein: Live cellular automata evolve and form patterns Shift registers with nonlinear feedback generate impulses, waveforms One control shape, 3 timescales, and feedback IP: Logged |
TazioSchiesari Member |
![]() ![]() ![]() Oh how interesting! Thanks SSC and Pete, very informative and creative ![]() IP: Logged |
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