how to convert a wave form into 2D matrix form using for loop?

my code is here
%%STEP FIRST (wave form)
clc;
clear all;
Imax=0.8;
Imin=0.2;
Im=Imax-Imin;
T = 20;
s1= @(x) ((2*Im*x/T)+Imin+Im/2).*(0<=x & x<=T/4) +((-2*Im*x/T)+Imin+3*Im/2).*(T/4<=x & x<=3*T/4)+((2*Im*x/T)+Imin-3*Im/2).*(3*T/4<=x & x<=T);
x = linspace(0, 20);
I1 = s1(x);
figure(1),plot(x,I1)
% second step (2D matrix image)
m=1000;
n=1000;
for i=1:m
for j=1:n
s1= @(x) ((2*Im*x/T)+Imin+Im/2).*(0<=x & x<=T/4) +((-2*Im*x/T)+Imin+3*Im/2).*(T/4<=x & x<=3*T/4)+((2*Im*x/T)+Imin-3*Im/2).*(3*T/4<=x & x<=T);
I(i,j)=s1*(j/n+i/m);
end
end
imshow(I,[]);
second step is not working, where is wrong? please help please find attachment

 采纳的回答

clc;
clear all;
Imax=0.8;
Imin=0.2;
Im=Imax-Imin;
T = 20;
s1= @(x) ((2*Im*x/T)+Imin+Im/2).*(0<=x & x<=T/4) +((-2*Im*x/T)+Imin+3*Im/2).*(T/4<=x & x<=3*T/4)+((2*Im*x/T)+Imin-3*Im/2).*(3*T/4<=x & x<=T);
x = linspace(0, 20);
I1 = s1(x);
figure(1),plot(x,I1)
% second step (2D matrix image)
m=1000;
n=1000;
I = zeros(m,n) ;
for i=1:m
for j=1:n
s1= @(x) ((2*Im*x/T)+Imin+Im/2).*(0<=x & x<=T/4) +((-2*Im*x/T)+Imin+3*Im/2).*(T/4<=x & x<=3*T/4)+((2*Im*x/T)+Imin-3*Im/2).*(3*T/4<=x & x<=T);
I(i,j)=s1(j/n+i/m);
end
end
imshow(I,[]);

4 个评论

all right but here something is wrong i am not getting image corresponding to graph as shown in attached file.
YOur code is very slow.....it needs lot of modifications......
if we reduce the value of image size (1000,1000) to (100,100) it works properly,

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