double summation. for loop
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N = 16;
h=1/N;
b=(2/(N*200))^0.5;
c=(250000*h/(N*200))^0.5;
L=1;
xt=7/N;
syms xp m n
Fi=-((h*(b^2)/(c^2))^2)*(cos((2*m-1)*pi*xt/(2*L))*cos((2*n-1)*pi*xt/(2*L)))*((sin((2*m-1)*pi*xp*h/(2*L))*sin((2*n-1)*pi*xp*h/(2*L)))+(sin((2*m-1)*pi*xp*h/(2*L))*sin((2*n-1)*pi*xp*h/(2*L))))/(((2*m-1)*pi/(2*L))*((2*n-1)*pi/(2*L)));
for xp = 1:N
for m=1:N-1
for n=m+1:N
z(m) =subs(Bi);
z1(n) =sum(subs((z)));
end
end
B(xp)=subs(sum(z1));
end
disp(double(B'));
5 Comments
Rik
on 29 Jul 2020
What is your question?
Saranika Das
on 29 Jul 2020
Rik
on 29 Jul 2020
Is there any particular reason you're using symbolic variables?
What is your end goal? Do you want to plot this function for a range of values of xp?
Saranika Das
on 4 Aug 2020
Rik
on 4 Aug 2020
If you need to find the values of xp, what values of F do you have?
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