tomwalters@0
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1 % tool
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2 %
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3 % INPUT VALUES:
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4 %
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5 % RETURN VALUE:
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6 %
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7 %
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8 % (c) 2003-2008, University of Cambridge, Medical Research Council
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9 % Maintained by Tom Walters (tcw24@cam.ac.uk), written by Stefan Bleeck (stefan@bleeck.de)
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10 % http://www.pdn.cam.ac.uk/cnbh/aim2006
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11 % $Date: 2008-06-10 18:00:16 +0100 (Tue, 10 Jun 2008) $
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12 % $Revision: 585 $
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13
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14 function ampscale=filterbandamp(fre,amp,fc,df1,bw,df2)
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15 % usage: ampscale=filterbandamp(fre,amp,fc,df1,bw,df2)
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16 % given a frequency and its associated amplitude, and the defining properties of
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17 % a bandpass filter (cf. Krumbholz et al (2000), JASA 108, 1170-1180, Fig.3)
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18 % this function returns the amplitude of the frequency component after it has
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19 % passed through the filter. The reurned amplitude should be used to SCALE the
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20 % amplitude of the given frequency component.
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21 % fre frequency in Hz
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22 % amp amplitude
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23 % fc lower cutoff frequency
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24 % df1 lower spectral ramp width
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25 % bw bandwidth (of plateau)
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26 % df2 upper spectral ramp
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27 %
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28 % David Smith (16/05/02)
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29
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30 if (fre<(fc-df1)) | (fre>(fc+bw+df2))
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31 ampscale=0; %ignore everything outside passband
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32 elseif fre<=fc %lower spectral ramp
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33 ampscale=max(cos((fc-fre)*pi/(2*df1)),0); %quarter-cycle of cosine function
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34 elseif fre<=fc+bw %flat part of filter
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35 ampscale=1;
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36 else %upper spectral ramp
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37 ampscale=max(cos((fre-(fc+bw))*pi/(2*df2)),0);
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38 end |