📄 erbfilterbank.m
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function output = ERBFilterBank(x, fcoefs)% function output = ERBFilterBank(x, fcoefs)% Process an input waveform with a gammatone filter bank. This function % takes a single sound vector, and returns an array of filter outputs, one % channel per row.%% The fcoefs parameter, which completely specifies the Gammatone filterbank,% should be designed with the MakeERBFilters function. If it is omitted,% the filter coefficients are computed for you assuming a 22050Hz sampling% rate and 64 filters regularly spaced on an ERB scale from fs/2 down to 100Hz.%% Malcolm Slaney @ Interval, June 11, 1998.% (c) 1998 Interval Research Corporation % Thanks to Alain de Cheveigne' for his suggestions and improvements.if nargin < 1 error('Syntax: output_array = ERBFilterBank(input_vector[, fcoefs]);');endif nargin < 2 fcoefs = MakeERBFilters(22050,64,100);endif size(fcoefs,2) ~= 10 error('fcoefs parameter passed to ERBFilterBank is the wrong size.');endif size(x,2) < size(x,1) x = x';endA0 = fcoefs(:,1);A11 = fcoefs(:,2);A12 = fcoefs(:,3);A13 = fcoefs(:,4);A14 = fcoefs(:,5);A2 = fcoefs(:,6);B0 = fcoefs(:,7);B1 = fcoefs(:,8);B2 = fcoefs(:,9);gain= fcoefs(:,10); output = zeros(size(gain,1), length(x));for chan = 1: size(gain,1) y1=filter([A0(chan)/gain(chan) A11(chan)/gain(chan) ... A2(chan)/gain(chan)], ... [B0(chan) B1(chan) B2(chan)], x); y2=filter([A0(chan) A12(chan) A2(chan)], ... [B0(chan) B1(chan) B2(chan)], y1); y3=filter([A0(chan) A13(chan) A2(chan)], ... [B0(chan) B1(chan) B2(chan)], y2); y4=filter([A0(chan) A14(chan) A2(chan)], ... [B0(chan) B1(chan) B2(chan)], y3); output(chan, :) = y4;endif 0 semilogx((0:(length(x)-1))*(fs/length(x)),20*log10(abs(fft(output))));end
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