Bending analysis of Functionally Graded Materials
Ola RagbMohamed Matbuly
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Bending analysis of Functionally Graded Materials

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This work extends the applications of quadrature techniques for solving bending problems of regular and irregular Functionally graded (FG) composites. Discrete singular convolution differential quadrature method -Regularized Shannon kernel (DSCDQM-RSK )is the best choice for regular plates. For irregular plates the scheme based on Indirect moving least square differential quadrature method (MLSDQM )provides rapid and convergent accurate results .