Clear Filters
Clear Filters

How do I optimize my code with respect to 4 variables (x_1 x_3 k1 k2 k3)?

1 view (last 30 days)
%%Parameters
format short
% Constants
rho=1.225;
U=170;
s=1;
c=0.5;
c_2=1;
b=0.5*c;
m=5;
I_CG=0.05;
m_p=0.5;
% x_p=(0:0.01:c);
zero=[0 0; 0 0];
% Variables
x_g=0.5*c;
x_ac=0.25*c;
x_1=0.1*c;
x_3=0.7*c;
q=0.5*rho*u^2;
c_2=1;
%x_1 x_3 k1 k2 k3 have to changed in order to result in the highest u;
%k1+ k2+ k3 <30000
for u = [0:1:75]
M=[ m -m*(x_ac - x_g); -m*(x_ac - x_g) I_CG + m*(x_ac - x_g)^2 ];
E=[k1 + k2 + k3 k1*(x_1 - x_ac) + k3*(x_3 - x_ac); k1*(x_1 - x_ac) + k3*(x_3 - x_ac) k1*(x_1 - x_ac)^2 + k3*(x_3 - x_ac)^2];
B=[1+c_2/(pi*s*c*rho) c/2; 0 c^2/16];
Bbar=pi*s*c*rho*[B];
K=[0 1; 0 0];
Kbar=pi*s*c*rho*[K];
A=[[M] u*[Bbar];[zero] [M]];
C=[[zero] [E]+u^2*[Kbar] ; -[M] [zero] ];
c_2;
u;
lambda=eig(C,-A);
if any(lambda>0)
break
end
u
  4 Comments
Alex M
Alex M on 21 Nov 2017
u velocities are being tested, and the best combination of the x_1 x_3 k1 k2 k3 will give me the greatest u velocity before the code reads a positive value in the eigenvector.
Walter Roberson
Walter Roberson on 21 Nov 2017
Okay.
I do not observe anything that indicates how those five variables are to be changed as you go?

Sign in to comment.

Answers (0)

Categories

Find more on Loops and Conditional Statements 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!