Use of pdepe and Laplace Transform to Solve Heat Conduction Problems
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In the present program three methods are used to solve a heat conduction problem. This problem is given in M. N. Özisik, Heat Conduction, Wiley, New York, 1980. We use pdepe, short times solution based on analytical inversion of a Laplace transform and finally a numerical solution based on the Fourier series approximation method of Laplace transform inversion. All results are plotted and exhibit perfect agreement.
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Housam Binous (2024). Use of pdepe and Laplace Transform to Solve Heat Conduction Problems (https://www.mathworks.com/matlabcentral/fileexchange/13727-use-of-pdepe-and-laplace-transform-to-solve-heat-conduction-problems), MATLAB Central File Exchange. Recuperado .
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Inspiración para: Chromatography Model Parameters Optimizer (EDM, LI)
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