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:

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Alan Weiss
am 20 Apr. 2015
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
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