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Re: [sc-users] DelayL
Jitter? No. Why would it cause jitter?
Cubic interpolation is more computationally complex than linear
interpolation, so it'll take more CPU to calculate. But it's a better
interpolation in that it creates less artifacts (although the
difference may not be obvious without doing some detailed listening).
Here's me testing the difference in CPU load by running 250 of each
unit at once:
s.options.memSize = 8192 * 16;
s.boot;
// On my machine, this synth uses about 39% CPU:
x = { var son=PinkNoise.ar; 250.collect{DelayL.ar(son, 0.2,
0.2.rand)}.mean}.play
x.free;
// On my machine, this synth uses about 59% CPU:
x = { var son=PinkNoise.ar; 250.collect{DelayC.ar(son, 0.2,
0.2.rand)}.mean}.play
x.free;
Dan
2009/6/18 Felix Pfeifer <pfeifer.felix@xxxxxxxxxxxxxx>:
> Hi again,
>
> what are the advantages/ disadvantages of cubic interpolation
> when generating a delay? Why would someone prefer DelayC
> instead of DelayL? Doesn't DelayC cause jitter?
>
> felix
>
>
> 2009/6/16 Josh Parmenter <josh@xxxxxxxxxxxxxxxxx>
>>
>> yep.
>>
>> Josh
>>
>> On Jun 16, 2009, at 1:27 PM, Felix Pfeifer wrote:
>>
>>> Hi List,
>>>
>>> what exactly does linear interpolation mean?
>>> Is it to get delays with a non-integer amount
>>> of samples, for example a delay of 2.5 samples?
>>>
>>> felix
>>>
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>>
>> ******************************************
>> /* Joshua D. Parmenter
>> http://www.realizedsound.net/josh/
>>
>> “Every composer – at all times and in all cases – gives his own
>> interpretation of how modern society is structured: whether actively or
>> passively, consciously or unconsciously, he makes choices in this regard. He
>> may be conservative or he may subject himself to continual renewal; or he
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>> Nono
>> */
>>
>>
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