In "realtime audio spectrograph" exist int fft_size. It's define height of the image. But how it's define the input array into blocks? about csharp-data-visualization HOT 1 CLOSED

Hi DeltaImpact, It's hard to assemble the high-level sequence of what is going on by looking at the code alone. I hope this brief summary helps clarify the topic and answer your question! I don't have the variable names memorized, but I think the terms I use will be general enough you may be able to figure them out if you understand these concepts. Note that I am referencing the microphone spectrograph source code for this example

• a list of PCM audio values is added to List<short> unanalyzed_values every time a new audio buffer is completed
  • when waveIn.StartRecording() is called, the sound recorder starts filling-up the audio buffer
  • every time the buffer is full, Audio_buffer_captured() gets run (which adds the latest buffer to unanalyzed_values)
  • if a high frame-rate of updates is required, it's important to get a high rate of completed buffers per second (since the data is only updated when a buffer completes). That's why the waveIn.BufferMilliseconds = 1000 / buffer_update_hz line is important.
• timer1 periodically looks at the analyzes PCM data and analyzes it when it's long enough
  • analysis always slightly lags behind recording, usually by 1-2 buffer lengths
  • if analysis falls behind (CPU load issues), excessively old analyzed data is deleted to lighten the load. However, this should only occur in near-error-like conditions, and is a fail-safe to prevent slowness or crashing.
  • analysis analyzes the last "chunk" of audio, which could be the buffer size itself or some other size. The chunk is probably the FFT size.
  • There is a 1:2 relationship between the input PCM data length and the output FFT data in my code. This is because I collapse the real and imaginary data into a single FFT array. A 1000 point PCM array analyzed in this way will produce a FFT with 500 points.
  • FFT analysis benefits from "windowing" the sample so its edges approach zero. Check out this page on windowing, but note that you can do a pretty good job just by applying a triangle-shape window to the data prior to the FFT.
  • when analysis completes, the analyzed data is deleted from the list of unrealized values
  • often spectrographs benefit from having overlapping "chunks" of sequential analysis, therefore it may be desired to delete less data than you actually analyzed, thus forcing partial re-analysis of overlapping data. This produces "smoother" output spectrographs.

I hope these notes help! Let me know if you have additional questions.
Best,
Scott

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