# stockwelltransform / stockwell / __init__.py

 ``` 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42``` ```""" modules: st - link to C implementation smt - multitaper stockwell transform get from st module: hilbert(x) returns the complex Hilbert transform of the real array x. st(x[, lo, hi]) returns the 2d, complex Stockwell transform of the real\n\ array x. If lo and hi are specified, only those frequencies (rows) are\n\ returned; lo and hi default to 0 and n/2, resp., where n is the length of x. ist(y[, lo, hi]) returns the inverse Stockwell transform of the 2d, complex\n\ array y. """ from __future__ import division def stfreq(f,length, srate): """ [int] = stfreq(f,length, srate) Convert frequencies f in Hz into rows of the stockwell transform given sampling rate srate and length of original array note: length * (1.0/srate) # in C this would be: return floor(f * len / srate + .5); """ # return int( f*(length//srate)+0.5) return int(round(f*length/srate)) # row = int(f*length)/srate) # row*srate = f*length # f = row*srate/length def st_rowfreq(row,srate,length): """ for a row in a stockwell transform, give what frequency (Hz) it corresponds to, given the sampling rate srate and the length of the original array """ return row*srate/length ```
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