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Re: FFT - Spectrum Analyzer
From: |
Francesco Potortì |
Subject: |
Re: FFT - Spectrum Analyzer |
Date: |
Mon, 11 Jun 2012 17:58:15 +0200 |
>> > Why would one perform a Fourier-based analysis on something so clearly
>> > non-stationary as music? I think wavelets are the tool of choice.
To know what are the spectral components in different moments.
>> There is short time FFT. FFT with buffer 0.1 second buffer length is
>> often quite usable and still has 10Hz frequency resolution (more or less).
>
>...but Fourier is predicated on the whole signal having the
>characteristics of the observed portion. One can perform short duration
>transforms, I agree - but this is typically done for ensemble averaging
>purposes, such as Welch's method.
Only if yu are interested in the characteristics of the whole signal.
Not if you are interested in seeing as those vary with time.
>Let me ask it another way: what question is answered by performing any
>kind of Fourier analysis on music?
The same that you answer by looking at a real-time spectrogram such as
found on mixers, for example. Or any spectrum analyser.
>Or perhaps yet another way: Could you compare Shakespeare and Proust
>using Fourier-based methods on the spoken word?
Maybe. We'd need a computational linguist to answer this.
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- FFT - Spectrum Analyzer, Renato S. Yamane, 2012/06/09
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- RE: FFT - Spectrum Analyzer, Damian Harty, 2012/06/11
- Re: FFT - Spectrum Analyzer,
Francesco Potortì <=
- Re: FFT - Spectrum Analyzer, Robert T. Short, 2012/06/11
- Re: FFT - Spectrum Analyzer, Sergei Steshenko, 2012/06/11
Re: FFT - Spectrum Analyzer, Peter, 2012/06/11