Filter löschen
Filter löschen

fsolve in codegen returns indexing error

1 Ansicht (letzte 30 Tage)
Max Bartholdt
Max Bartholdt am 18 Nov. 2020
Kommentiert: Max Bartholdt am 20 Nov. 2020
Hello,
I am struggling with the code generation of a function containing the fsolve command (supported since R2020b). Since it is a rather new topic, I did not find any related entries.
This is the function i try to generate the mex-file for:
function [x] = test_function(a,b)
%#codegen
x = zeros(1);
opts = optimoptions('fsolve','Algorithm','levenberg-marquardt','Display','off');
% opts = optimoptions(opts,a.string,a.val);
fcn = @(in)feval(b,in);
rng default
x0 = double(0.00);x(1) = fsolve(fcn,x0,opts);
end
And this is how I setup the code generation:
cfg = coder.config('mex');
types = coder.getArgTypes('mytest','test_function')
codegen -config cfg -args types test_function
With the following function to get the coder.Types:
function out = mytest
a.val = 10e-5;
a.string = "FunctionTolerance";
b = 'myeq';
out = test_function(a,b);
end
The struct a has no purpose yet, but will later be used to setup the optimoptions.
Error Message after calling the codegen:
"??? Index expression out of bounds. Attempted to access element 1. The valid
range is 1-0."
In the Coder Report Viewer it sais, that the error occured in function projectBox. I would appreciate any thoughts on this.
Many Regards,
Max
  3 Kommentare
Mukund Sankaran
Mukund Sankaran am 18 Nov. 2020
Hi Max. Would it be possible for you to share the code for myeq ?
Max Bartholdt
Max Bartholdt am 19 Nov. 2020
Bearbeitet: Max Bartholdt am 19 Nov. 2020
function x = myeq(u)
x = zeros(1,1);
u1 = u(1);
% u2 = u(2);
x(1) = (u1^2-u1)-3;
% x(2) = u2*u1+2;
end

Melden Sie sich an, um zu kommentieren.

Akzeptierte Antwort

Caleb Magruder
Caleb Magruder am 19 Nov. 2020
Hi Max,
Unfortunately, this is due to a bug which will be fixed in an upcoming software update.
In the meantime, you can work around the issue by calling lsqnonlin instead of fsolve and pass -Inf as a lower bound and Inf as an upper bound, effectively making the problem unbounded. You will also need to update the optimoptions solver from 'fsolve' to 'lsqnonlin' in line 4 of test_function. The updated test_function is below for your reference.
We apologize for the inconvenience this has caused and appreciate you bringing it to our attention.
function [x] = test_function(a,b)
%#codegen
x = zeros(1);
opts = optimoptions('lsqnonlin','Algorithm','levenberg-marquardt','Display','off');
% opts = optimoptions(opts,a.string,a.val);
fcn = @(in)feval(b,in);
rng default
x0 = double(0.00);x(1) = lsqnonlin(fcn,x0,-Inf,Inf,opts);
end
  1 Kommentar
Max Bartholdt
Max Bartholdt am 20 Nov. 2020
Hello Caleb,
Thank you for your quick answer and the suggestion for a workaround.
Many Regards,
Max

Melden Sie sich an, um zu kommentieren.

Weitere Antworten (0)

Produkte


Version

R2020b

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by