How create a model in SIMULINK using Embedded Matlab Function?

Hi, somebody can help saying me what blocks need, to convert the next code into SIMULINK and create a code C?

n = 50;

xy = 10*rand(n,2);

popSize = 60; numIter = 1e4;

showProg = 1;

showResult = 1;

a = meshgrid(1:n);

dmat = reshape(sqrt(sum((xy(a,:)-xy(a',:)).^2,2)),n,n);

[optRoute,minDist] = tsp_ga(xy,dmat,popSize,numIter,showProg,showResult);

[Azzi Abdelmalek]

what is tsp_ga?

Answer 1

[Azzi Abdelmalek]

you can use Embedded function ( called with recent versions: Matlab function)from Simulink/user defined function. But you have to check if all function are allowed by this block

[Emmanuel Luevano]

Hi Azzi,

Is right about embedded function, but how should I declare the inputs in the embedded matlab editor? can you help with that, I'm really lost.

greetings!

[Azzi Abdelmalek]

[Emmanuel Luevano]

thanks for you time Azzi, this example has help me to give me an idea, could you be kind to explain to me how I must declare the function DMAT, which is an array to calculate the distance point to point, this operation should be done in another block, or should I do it within the same block TSP?

any kind of information will be of great help, greetings!!!

[Azzi Abdelmalek]

Emmanuel, that depends on what you want to do with dmat, you use one matlab function or more, it's your choice. I can't tell because I do'nt know what exactly, you are doing? I will think about it

Answer 2

[ABISHA P]

Hi, how to convert or to make blocks in simulink to do standard deviation using sliding window with the math script code ? T=2;F=1/T; t=linspace(-T,T,100); x =sin(2*pi*F*t)+0.5*randn(1,length(t)); subplot(2,2,1) plot(t,x) N = length(x); % length of the signal

% element count in each window n = conv(ones(1, N), ones(1, w), 'same');

% calculate s vector s = conv(x, ones(1, w), 'same');

% calculate q vector q = x .^ 2; q = conv(q, ones(1, w), 'same');

% calculate output values o = (q - s .^ 2 ./ n) ./ (n - 1);

% have to take the square root since output o is the % square of the standard deviation currently o = o .^ 0.5

Answer 3

[bilal cheb]

jhkklh;