WSEAS Transactions on Mathematics
An algorithm for multi-resolution grid creation applied to explicit finite difference scheme
ICCOMP'08 Proceedings of the 12th WSEAS international conference on Computers
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A finite element/finite difference method (FEM/FDM) is developed to solve the time-dependent temperature field in non-homogeneous materials such as functionally graded materials. The method uses the finite element space discretization to obtain a first-order system of differential equations, which is solved by employing finite difference scheme to resolve the time-dependent response. A computation code is developed in the programming environment MATLAB. Temperature-dependent material properties are taken into account in the program.