Adding matlab files for arbitrary resampler

master
Paul Sutton 11 years ago
parent 0c03bcd68f
commit ae50c990ec

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function out = arb_resample_linear(sig, rate)
N = 32;
M = 8;
step = (1/rate)*N;
load('arb_filter.mat');
figure;plot(Num);title('Filter impulse response');
[h,w] = freqz(Num, 1);
figure;plot(20*log10(abs(h)));title('Filter freq response');
% Create polyphase partition
poly = reshape(Num, N, M);
% Filter
sig = [zeros(1,(M/2)-1) sig];
k=0;
acc=0;
index=0;
frac=0;
out = [];
while k < length(sig)-M
sig_reg = fliplr(sig(k+1:k+M));
filt_reg1 = poly(index+1, :);
filt_reg2 = poly(mod(index+1,N)+1, :);
res1 = sig_reg*filt_reg1';
res2 = sig_reg*filt_reg2';
if index+1 == 32
res = res1;
else
res = res1 + (res2-res1)*frac;
end
out = [out res];
acc = acc+step;
index = fix(acc);
while index >= N
acc = acc - N;
index = index - N;
k = k+1;
end
frac = abs(acc-index);
end

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function out = arb_resample_nearest(sig, rate)
N = 32;
M = 8;
step = (1/rate)*N;
load('arb_filter.mat');
figure;plot(Num);title('Filter impulse response');
[h,w] = freqz(Num, 1);
figure;plot(20*log10(abs(h)));title('Filter frequency response');
% Create polyphase partition
poly = reshape(Num, N, M);
% Filter
sig = [zeros(1,(M/2)-1) sig];
k=0;
acc=0;
index=0;
frac=0;
out = [];
while k < length(sig)-M
sig_reg = fliplr(sig(k+1:k+M));
filt_reg1 = poly(index+1, :);
res = sig_reg*filt_reg1';
out = [out res];
acc = acc+step;
index = round(acc);
while index >= N
acc = acc - N;
index = index - N;
k = k+1;
end
end

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close all
clear all
up = 24;
down = 25;
d_rate = up/down;
Fs = 100; % Arbitrary sample rate (used for displays)
Fsin = 1;
% Create a sine wave
t = 0:1/Fs:1-1/Fs;
sig = sin(2*pi*t);
out = arb_resample_nearest(sig,d_rate);
% matlab resample for comparison
out2 = resample(sig, up, down);
figure;hold on;title('Ours and matlabs');
l = min(length(out), length(out2));
stem(out(1:l));
stem(out2(1:l), 'r', 'filled');
diff = out2(1:l)-out(1:l);
figure;plot(diff);title('Difference between ours and matlabs');
figure; hold on;title('Original and resampled - no time scaling');
stem(sig);
stem(out, 'r', 'filled');
% Time align and plot
figure;hold on;title('Original and resampled - with time scaling');
stem((1:75)/Fs,real(sig(1:75)));
stem((1:72)/(Fs*d_rate),real(out(1:72)),'r','filled');
xlabel('Time (sec)');ylabel('Signal value');
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