Wolfram Language

Computational Audio

Transient Detection

Detect the transients in a complex audio signal.

In[1]:=
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Audio`AudioGUI[ 1, Audio`AudioObjects`audioID$$, Audio`AudioObjects`buttonState$$, Audio`AudioObjects`audio$$], StandardForm], ImageSizeCache->{136., {36., 42.}}, TrackedSymbols:>{}], Deinitialization:>Clear[Audio`AudioObjects`newAudio$$], DynamicModuleValues:>{}, Initialization:>({ Audio`AudioObjects`newAudio$$, Audio`AudioObjects`audioID$$} = Audio`CheckID[ Audio`AudioObjects`audio$$, Audio`AudioObjects`audioID$$, Audio`AudioObjects`newAudio$$]), UnsavedVariables:>{ Audio`AudioObjects`audioID$$, Audio`AudioObjects`newAudio$$}], Audio`AudioBox[], Editable->False, Selectable->False]\);

Compute a "detection function" by averaging several measurements from the original signal.

In[2]:=
Click for copyable input
properties = {"ComplexDomainDistance", "HighFrequencyContent", "ModifiedKullbackLiebler", "Novelty" , "PhaseDeviation"}; detectionFunctions = Rescale /@ AudioLocalMeasurements[a, properties, PartitionGranularity -> {.02, .005}]; detectionFunction = Mean[Lookup[ detectionFunctions, {"HighFrequencyContent", "ModifiedKullbackLiebler", "Novelty"}]]
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In[3]:=
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ListLinePlot[detectionFunction, ImageSize -> Medium]
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Filter the detection function using an adaptive threshold.

In[4]:=
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filteredDetectionFunction = (detectionFunction - MedianFilter[detectionFunction, .02])
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Find the peaks of the filtered detection function.

In[5]:=
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peaks = FindPeaks[filteredDetectionFunction, 0, 0, 0.07]; ListLinePlot[filteredDetectionFunction, PlotRange -> All, ImageSize -> Medium, Epilog -> {Red, PointSize[0.02], Point[peaks // Normal]}]
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Plot the detected transient on the waveform.

In[6]:=
Click for copyable input
AudioPlot[a, ColorFunction -> Function[{x, y}, If[AnyTrue[peaks["Times"], Abs[x - #] < .015 &], RGBColor[ 1, 0.2, 0.2], RGBColor[0.368417, 0.506779, 0.709798]]], PlotRange -> {All, All}, ImageSize -> Medium]
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Split the original audio signal at the detected transients.

In[7]:=
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samples = Select[AudioSplit[a, peaks["Times"]], Duration[#] > Quantity[50, "ms"] &];

Create an audio object by randomly sampling the list and joining the result.

In[8]:=
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AudioFade[#, Quantity[20, "Samples"]] & /@ RandomChoice[samples, 50] // AudioJoin
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