How can I Optimize a multivariable function with Least Square method?
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Hi
I have a function to measure chloride content in concrete:
cxt =cs-(cs-ci)*erf((x*0.001)/(sqrt(4*da*t))
where cxt is chloride content.ci is a constant, x is a vector for depth containing 11 values,and t is a constant.
Through testing I have collected some data for cxt. I want to know what values of cs and da minimize the sum of least sqaures so this function can fit my collected lab data.
More info:
this is the code I have written to get cxt for some arbitrary values for cs and da but I dont know how to find the optimal values:

Risposte (1)
Alan Weiss
il 20 Apr 2015
0 voti
There are several MATLAB functions for nonlinear data fitting, such as lsqcurvefit from Optimization Toolbox and nlinfit from Statistics and Machine Learning Toolbox.
Alan Weiss
MATLAB mathematical toolbox documentation
2 Commenti
Mahmoud
il 21 Apr 2015
Alan Weiss
il 21 Apr 2015
Alan Weiss
MATLAB mathematical toolbox documentation
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