📄 direct2.m
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function [y,sf] = direct2(p,d,x,si);% Y = DIRECT2(P,D,X) filters input data vector X with % the filter described by vectors P and D to create the % filtered data Y. The filter is a "Direct Form II" % implementation of the difference equation:% y(n) = p(1)*x(n) + p(2)*x(n-1) + ... + p(np+1)*x(n-np)% - d(2)*y(n-1) - ... - d(nd+1)*y(n-nd)% [Y,SF] = DIRECT2(P,D,X,SI) gives access to initial and % final conditions, SI and SF, of the delays.dlen = length(d); plen = length(p);N = max(dlen,plen); M = length(x);sf = zeros(1,N-1); y = zeros(1,M);if nargin ~= 3, sf = si;endif dlen < plen, d = [d zeros(1,plen - dlen)]; else p = [p zeros(1, dlen - plen)];endp = p/d(1); d = d/d(1);for n = 1:M; wnew = [1 -d(2:N)]*[x(n) sf]'; K = [wnew sf]; y(n) = K*p'; sf = [wnew sf(1:N-2)];end
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