On Wed, 2022-03-16 at 14:34 +, Jeppi Jeppi wrote:
> Hi there,
> I assume this has been discussed many times before but...what could
> be simplest and most concise way to detect a phase reset of a phasor~
> with only plain vanilla objects?
> I only need one bang when it goes back to 0.
> It seems I should need snapshot~ and fexpr~ which is not that
> elegant...
Instead of detecting the phase reset of a real [phasor~] object, you
could emulate a phasor~-like object with [vline~] and [metro~]. This
would automatically give you bang with _precise_ timing.
Compared to the [vline~] based phasor~, detecting a real phase reset of
a [phasor~] has two drawbacks:
* converting from signal to message adds 1 block latency
* depending on how you generate the bangs, they are tied to block
boundaries and thus not very precise and thus not suitable for a higher
frequncy phasor.
Nevertheless, I think it could be done with a handful of objects. Delay
the [phasor~] signal by one sample and subtract the undelayed signal
from it. The result is a signal that is usually slightly below zero and
has one-sample-peaks close to 1 each time the phase resets. You then
feed that to a block-sized table with [tabsend~]. On each block, you
check the table with [array max] for the highest value. Actually, since
the non-phase-reset samples should be below zero, anything above zero
can be considered a phase-reset. Of course, you need to trigger [array
max] every block with [bang~]. Filter out any values below zero and
consider the index for all values above zero. The index tells you how
much time passed since the last block boundary. You could convert the
index value to ms and feed it to a [delay]. The result are bangs that
correspond exactly with the phase resets. However, they are one block
late, because you can only analyze a block of audio data _after_ it has
been computed.
I hope what I said makes sense and I did not make any mistakes. I
haven't actually tested it yet.
Ah, I should not forget to mention: [array max] detects only one peak.
So this approach works only for phasor~ frequencies up to
samplerate/blocksize (689 Hz @ 44.1k | 64 bs).
Roman
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