| Author |
Comment/Response |
Brian
|
 09/16/10 02:13am
I am dealing with some electorchemical data, and the output of a package program (plus experiment apparatus) is in the form of
{frequency,real part,imaginary part}
it is a large array of different frequencies (about 128)
I am trying to fit the data to a electric model based on RLC circuit elements.
But i can't get Mathematica to do what i want
When i use the function NonlinearModelFit, all the best fit parameters will contain real and imaginary parts. But what I want is a set of best fit parameters that are purely real.
I tried a test code as follows:
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data = {{1, 1, 2}, {3, 2, 4}, {3, 3, 6}, {9, 4, 9}, {12, 5, 11}};
dataF = Transpose[{data[[All, 1]], data[[All, 2]] + I data[[All, 3]]}];
model = I a \[Omega]+ b;
fit = NonlinearModelFit[dataF,{model},{a,b},\[Omega]]
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I want a,b to be real numbers
but what is rendered is a complex number (real part+imaginary part)
Q:How do i let Mathematica fit a,b such that a,b are both real numbers?
Attachment: Untitled-4.nb, URL: , |
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