Problem with optimization function fcn2optimexpr
11 views (last 30 days)
Show older comments
Andrea Mazzetto
on 14 Jun 2021
Commented: Andrea Mazzetto
on 15 Jun 2021
Hi, everyone.
I guess I have a simple problem but there's something that i miss. I'm experiencing this error when i try to optimize a function with 8 optimization variables:
"Error using fcn2optimexpr (line 103)
Function evaluation failed while attempting to determine output size. See error cause below. The function might contain an error, or might not be
well-defined at the automatically-chosen point. To specify output size without function evaluation, use 'OutputSize'.
Error in curvatura_V7 (line 27)
obj = fcn2optimexpr(@objfun,rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4);
Caused by:
Error using ^ (line 51)
Incorrect dimensions for raising a matrix to a power. Check that the matrix is square and the power is a scalar. To perform elementwise matrix
powers, use '.^'."
The function is as follows:
function erroredistanza = objfun(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4)
deltay = 60;
deltax = 3;
tau0 = 90;
tau0 = deg2rad(tau0);
dmin = 3;
roi1=0;
si1=0;
PSI1 = @(roi1,rof1,si1,sf1,s) tau0 + ((rof1*si1-roi1*sf1)/(si1-sf1))*s + ((roi1-rof1)/(si1-sf1))*(s^2)/2;
PSI2 = @(rof1,rof2,sf1,sf2,s) ((rof2*sf1-rof1*sf2)/(sf1-sf2))*s + ((rof1-rof2)/(sf1-sf2))*(s^2)/2;
PSI3 = @(rof2,rof3,sf2,sf3,s) ((rof3*sf2-rof2*sf3)/(sf2-sf3))*s + ((rof2-rof3)/(sf2-sf3))*(s^2)/2;
PSI4 = @(rof3,rof4,sf3,sf4,s) ((rof4*sf3-rof3*sf4)/(sf3-sf4))*s + ((rof3-rof4)/(sf3-sf4))*(s^2)/2;
funx1 = @(roi1,rof1,si1,sf1,s) integral(@(s) cos(PSI1(roi1,rof1,si1,sf1,s)),0,sf1);
funx2 = @(rof1,rof2,sf1,sf2,s) integral(@(s) cos(PSI2(rof1,rof2,sf1,sf2,s)),sf1,sf2);
funx3 = @(rof2,rof3,sf2,sf3,s) integral(@(s) cos(PSI3(rof2,rof3,sf2,sf3,s)),sf2,sf3);
funx4 = @(rof3,rof4,sf3,sf4,s) integral(@(s) cos(PSI4(rof3,rof4,sf3,sf4,s)),sf3,sf4);
funy1 = @(roi1,rof1,si1,sf1,s) integral(@(s) sin(PSI1(roi1,rof1,si1,sf1,s)),0,sf1);
funy2 = @(rof1,rof2,sf1,sf2,s) integral(@(s) sin(PSI2(rof1,rof2,sf1,sf2,s)),sf1,sf2);
funy3 = @(rof2,rof3,sf2,sf3,s) integral(@(s) sin(PSI3(rof2,rof3,sf2,sf3,s)),sf2,sf3);
funy4 = @(rof3,rof4,sf3,sf4,s) integral(@(s) sin(PSI4(rof3,rof4,sf3,sf4,s)),sf3,sf4);
funx = @(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) funx1(roi1,rof1,si1,sf1) + funx2(rof1,rof2,sf1,sf2) + funx3(rof2,rof3,sf2,sf3) + funx4(rof3,rof4,sf3,sf4);
funy = @(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) funy1(roi1,rof1,si1,sf1) + funy2(rof1,rof2,sf1,sf2) + funy3(rof2,rof3,sf2,sf3) + funy4(rof3,rof4,sf3,sf4);
fun2x =@(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) funx(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) - deltax;
fun2y =@(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) funy(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) - deltay;
fun3x =@(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) fun2x(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4).^2;
fun3y =@(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) fun2y(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4).^2;
d =@(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) sqrt(fun3x(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) + fun3y(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4));
erroredistanza = d(rof1,rof2,rof3,rof4,sf1,sf2,sf3,sf4) - dmin;
0 Comments
Accepted Answer
More Answers (0)
See Also
Categories
Find more on Logical in Help Center and File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!