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index exceeding matrix dimension..line 102..
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clc;
clear all;
close all;
THRESHOLD=0.7;
Fs = 10000;
fprintf('say a sentence immediately after hitting enter: ');
input('');
y= wavrecord(1 * 10000, 10000, 'double'); % Record and store the uttered speech
t=(0:(1*10000)-1)*1/(1*10000);
subplot(5,1,1);
plot(y);
r=fft(y);
d=abs(r);
subplot(5,1,2);
plot(d);
z=floor(Fs/100);
w=floor(Fs/5);%according to formula, 1600 sample needed for 8 khz
%----------
%calculation of mean and std
h=[];
for i=1:w
h=[h y(i)];
end
meanVal=mean(h);
sDev=std(h);
%----------
%identify voiced or not for each value
for i=1:length(y)
if(abs(y(i)-meanVal)/sDev > THRESHOLD)
voiced(i)=1;
else
voiced(i)=0;
end
end
% identify voiced or not for each frame
%discard insufficient samples of last frame
usefulSamples=length(y)-mod(length(y),z);
frameCount=usefulSamples/z;
voicedFrameCount=0;
for i=1:frameCount
cVoiced=0;
cUnVoiced=0;
for j=i*z-z+1:1:(i*z)
if(voiced(j)==1)
cVoiced=(cVoiced+1);
else
cUnVoiced=cUnVoiced+1;
end
end
%mark frame for voiced/unvoiced
if(cVoiced>cUnVoiced)
voicedFrameCount=voicedFrameCount+1;
voicedUnvoiced(i)=1;
else
voicedUnvoiced(i)=0;
end
end
k=[];
%-----
for i=1:frameCount
if(voicedUnvoiced(i)==1)
for j=i*z-z+1:1:(i*z)
k= [k y(j)];
end
end
end
%---display plot and play both sounds
subplot(5,1,3);
plot(k);
g=fft(k);
a=hamming(4000);% Hamming window to smooth the speech signal
b= [a ;zeros(6000,1)];
f = (1:10000);
mel(f) = 2595 * log(1 + f / 700); % Linear to Mel frequency scale conversion
tri = triang(100);
win1 = [tri ; zeros(9900,1)]; % Defining overlapping triangular windows for
win2 = [zeros(50,1) ; tri ; zeros(9850,1)]; % frequency domain analysis
win3 = [zeros(100,1) ; tri ; zeros(9800,1)];
win4 = [zeros(150,1) ; tri ; zeros(9750,1)];
win5 = [zeros(200,1) ; tri ; zeros(9700,1)];
win6 = [zeros(250,1) ; tri ; zeros(9650,1)];
win7 = [zeros(300,1) ; tri ; zeros(9600,1)];
win8 = [zeros(350,1) ; tri ; zeros(9550,1)];
win9 = [zeros(400,1) ; tri ; zeros(9500,1)];
win10 = [zeros(450,1) ; tri ; zeros(9450,1)];
win11 = [zeros(500,1) ; tri ; zeros(9400,1)];
win12 = [zeros(550,1) ; tri ; zeros(9350,1)];
win13 = [zeros(600,1) ; tri ; zeros(9300,1)];
win14 = [zeros(650,1) ; tri ; zeros(9250,1)];
win15 = [zeros(700,1) ; tri ; zeros(9200,1)];
win16 = [zeros(750,1) ; tri ; zeros(9150,1)];
win17 = [zeros(800,1) ; tri ; zeros(9100,1)];
win18 = [zeros(850,1) ; tri ; zeros(9050,1)];
win19 = [zeros(900,1) ; tri ; zeros(9000,1)];
win20 = [zeros(950,1) ; tri ; zeros(8950,1)];
nx = abs(g(floor(mel(f)))); % Mel warping
nx = nx / max(nx);
nx1 = nx * win1;
nx2 = nx * win2;
nx3 = nx * win3;
nx4 = nx * win4;
nx5 = nx * win5;
nx6 = nx * win6;
nx7 = nx * win7;
nx8 = nx * win8;
nx9 = nx * win9;
nx10 = nx * win10;
nx11 = nx * win11;
nx12 = nx *win12;
nx13 = nx * win13;
nx14 = nx * win14;
nx15 = nx * win15;
nx16 = nx * win16;
nx17 = nx * win17;
nx18 = nx * win18;
nx19 = nx * win19;
nx20 = nx * win20;
sx1 = sum(nx1 ^ 2); % Determine the energy of the signal within each window
sx2 = sum(nx2 ^ 2); % by summing square of the magnitude of the spectrum
sx3 = sum(nx3 ^ 2);
sx4 = sum(nx4 ^ 2);
sx5 = sum(nx5 ^ 2);
sx6 = sum(nx6 ^ 2);
sx7 =sum(nx7 ^ 2);
sx8 = sum(nx8 ^ 2);
sx9 = sum(nx9 ^ 2);
sx10 = sum(nx10 ^ 2);
sx11 = sum(nx11 ^ 2);
sx12 = sum(nx12 ^ 2);
sx13 = sum(nx13 ^ 2);
sx14 = sum(nx14 ^ 2);
sx15 = sum(nx15 ^ 2);
sx16 = sum(nx16 ^ 2);
sx17 = sum(nx17 ^ 2);
sx18 = sum(nx18 ^ 2);
sx19 = sum(nx19 ^ 2);
sx20 = sum(nx20 ^ 2);
sx = [sx1, sx2, sx3, sx4, sx5, sx6, sx7, sx8, sx9, sx10, sx11, sx12, sx13, sx14,
sx15, sx16, sx17, sx18, sx19, sx20];
bx = log(sx);
dx = dct(bx);
subplot(5,1,4);
plot(dx);
2 Comments
Jan
on 15 Feb 2012
How can we recognize the line 102?
Using sx1, sx2, ... is a bad programming practice. Better use sx{1}, sx{2}, ...
Answers (1)
Andreas Goser
on 15 Feb 2012
- Go to line 101 and set a breakpoint
- Run the code
- It will stop at line 101. Look at all variables needed in line 102 and see whether you can see where you try to access data outside the used matrix size
- If you still need help, condense the data and the line to a reasonable size and the community will help you.
1 Comment
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