Optimizing program to get faster results
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Hello;
I am trying to solve equation using (syms) then evaluating the result. The program is working. However, each loop taking almost 27 second. Is there anyway that I can optimize program so it will work faster?
I used the below code
clear;
clc;
syms A B C D E ;
R=((4*B*A)/((D-C)^2+(B+A)^2));
R1=((4*B*A)/((D+C)^2+(B+A)^2));
F1 = ellipticK(R);
I1 = ellipticE(R);
F2 = ellipticK(R1);
I2 = ellipticE(R1);
P= ((((A*B)^(1/2))/(2*E*(R^(1/2))))*(((2 - R)*F1) -...
(2*I1)))-(((((A*B)^(1/2))/(2*E*(R1^(1/2)))))* ...
(((2 - R1)*F2) - (2*I2)));
P1=feval(symengine,'simplify',P,'IgnoreAnalyticConstraints');
X=(1/B)*(diff(P1,D));
X1=feval(symengine,'simplify',X,'IgnoreAnalyticConstraints');
[B,D]= meshgrid(linspace(0.1,10),linspace(0.1,10));
E=3;
N1 = 10*rand(100000,1);
N2 = 5*rand(100000,1);
M(:)=0;
for i=1:100000
tic
A=N1(i);C=N2(i);
F = matlabFunction(X1);
B = F(A, B, C, D, E);
In(:,:,i)=B(:,:);
fprintf('%d\n ', i);
toc
end
6 comentarios
Karan Gill
el 10 de Jun. de 2017
- Why do you define B D E as symbolic and then redefine them as numbers/arrays?
- Why use "feval" instead of directly using the "simplify" function?
- Instead of calling a matlab function 100,000 times, can you instead try using "subs" to substitute the arrays in?
Respuestas (1)
Karan Gill
el 14 de Jun. de 2017
Following up on my comment above:
1. Do not overwrite symbolic variables with numeric values. So don't do
syms B D
and then
[B,D]= meshgrid(linspace(0.1,10),linspace(0.1,10));
Call B and D something else when you initialize the numeric values.
2. Use "simplify" directly. See the documentation for it.
3. Instead of using a loop, use "subs" to substitute an array for the symbolic variable. Again, see the doc for "subs".
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