How to run function within for loop

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Mirlan Karimov
Mirlan Karimov le 21 Mar 2019
Commenté : Mirlan Karimov le 22 Mar 2019
The code given below solves the delayed type differential equation. I want to run this code for >10,000 different combinations of and . That is, and ;
function [sol]=system_simulation
po=1.4; do=8; tau=0.5; xth=0.2; vth=0.2;ksi=0.25;
option=odeset('RelTol', 1e-4, 'AbsTol', 1e-4);
sol = dde23(@syst,[tau],@hystory,[0 100],option);
figure(1), plot(sol.x,sol.y(1,:));
% --------------------------------------------------------------------------
function s = hystory(t)
% Constant history function for inverted pendulum.
s = [0.4;0.1];
end
% --------------------------------------------------------------------------
function xprime = syst(t,x,Z)
xlag=Z(:,1);
xprime=zeros(2,1);
xprime(1)=x(2);
xprime(2)=x(1)-p*xlag(1)-d*xlag(2);
end
end
  2 commentaires
Geoff Hayes
Geoff Hayes le 21 Mar 2019
Mirlan - you want to iterate over po and do but nowhere do you reference them. How should they be used? (It is also doubtful you want to plot the results for all 10000 iterations so please discuss what you want to save/store from each iteration.
Mirlan Karimov
Mirlan Karimov le 22 Mar 2019
No plotting, I just want to store the data of sol.y(1,:) at each time iteration. Oh sorry it is p and d. There are some additional steps that turn po and do to p and d respectively depending on conditions but it has nothing to do now so I removed them.

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Réponse acceptée

Jan
Jan le 22 Mar 2019
Modifié(e) : Jan le 22 Mar 2019
I prefer providing parameters by anonymous functions instead of nested function. See Answers: Anonymous function for params . Then:
pv = 0.5:0.1:14;
dv = 0.5:0.1:14;
Result = cell(numel(pv), numel(dv));
ip = 0;
for p = pv
ip = ip + 1;
id = 0;
for d = dv
sol = dde23(@(t,x,Z) syst(t,x,Z, p, d), tau, ...
@hystory, [0, 100], option);
id = id + 1;
Result{ip, id} = sol.y(1,:);
end
end
  1 commentaire
Mirlan Karimov
Mirlan Karimov le 22 Mar 2019
Thank you, Jan!

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