Analysis of general shaped thin plates by the moving least-squares differential quadrature method

By Kim-Meow Liew, Y. Q. Huang, J. Reddy. 2004

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Stability and accuracy of three Fourier expansion‐based strong form finite elements for the free vibration analysis of laminated composite plates (2017, background): “It must be pointed out that there are different ways of computing and solving irregular domains in numerical analysis such as in [68, 69].”
An efficient meshfree method for vibration analysis of laminated composite plates (2011, background): “[59] proposed the Hp-clouds, Liew et al. [60, 61 ] presented a meshfree moving least-squares differential quadrature (MLSDQ), Liu and his co-workers analyzed Krichhoff thin platesbyaglobalcompatible C n (�) triangularelement hier-”
Analyzing three-dimensional potential problems with the improved element-free Galerkin method (2009, methodology): “... (EFG) method [3], the Hp clouds method [4], the harmonic reproducing kernel particle method [5], the meshless local Petrov–Galerkin method [6], the multi-scale reproducing kernel particle method [7–9], the wavelet particle method [10], the radial point interpolation method [11–13], the complex v”
A moving Kriging interpolation‐based meshless method for numerical simulation of Kirchhoff plate problems (2009, methodology): “[18, 19] in the last few years well employed the general-shaped thin plates according to classical plate theory as well as the case of shear deformable thick plates using FSDT.”