Numerical solution for non-linear Murray equation using the operational matrices of the Haar wavelets method
Abstract
The operational matrices of the Haar wavelets method is applied for finding numerical solution of non-linear Murray equation, we compared this numerical result with the exact solution for non-linear Murray equation. the accuracy of the obtained solutions is quite high even if the number of calculation points is small, by increasing the number of collocation points the error of the solution rapidly decreases as shown by solving an example.
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