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I need help evaluating a function of a range of variables using a solver block.
On page 1 and page 2 of the attached mathcad sheet, I evaluate a function F(z).
This (cumulative distribution) function is called Fz and is a convolution integral of 2 Rayleigh distributions. The variables X and Y are responses, where its RMS value within each Rayleigh distribution is known for and input to the sheet. Then, random variable z , is solved with a solver block. This all works.
On page 3 I want to repeat this process for a range of RMS values of X and Y. If X is an array of values with length 3 (on the rows) and Y is an array of values with length 4 (on the columns), the total number of output values is 12 in the matrix.
I am working in mathcad prime 10.
Solved! Go to Solution.
You have to turn all calculations (including the solve block) in functions depending on sigma_x,sigma_y (and maybe also the desired probability level) from th every start.
The attached file should help.
You have to turn all calculations (including the solve block) in functions depending on sigma_x,sigma_y (and maybe also the desired probability level) from th every start.
The attached file should help.