Spectrogram obtained with a standard Constant-Q Sliding Discrete Fourier Transform.
Horizontally: time (10 s).
Vertically: frequency, logarithmically spaced, from 20 Hz at the bottom to 20 kHz at the top, for a sampling rate of 44.1 kHz.
Luminance: 0.5 dB per 8-bit step.
The CQSDFT here is the Hann window version, Q = 74 (very high).
Spectrogram obtained with the modified Constant-Q Sliding Discrete Fourier Transform (oscillator but no correction).
Horizontally: time (10 s).
Vertically: frequency, logarithmically spaced, from 20 Hz at the bottom to 20 kHz at the top, for a sampling rate of 44.1 kHz.
Luminance: 0.5 dB per 8-bit step.
The CQSDFT here is the Hann window version, Q = 74 (very high).
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I found a nice improvement to the Constant-Q Sliding DFT¹.
Using single precision calculation (32-bit float) generates some remanent noise because of the recursive nature of the algorithm: a running sum combined with complex rotations.
Replacing the […]
[Original post on piaille.fr]