Meshless approach for thermo-mechanical analysis of functionally graded materials

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Stress, vibration and buckling analyses of FGM plates—A state-of-the-art review (2015, methodology): “Wang and Qin [191] developed a meshless algorithm based on the analog equation theory and method of fundamental solutions coupled with the radial basis function to study the static thermal stress distribution in 2D FGM plates.”
Boundary integral based graded element for elastic analysis of 2D functionally graded plates (2012, methodology): “Wang and Qin investigated the thermo-elastic and heat conduction performance of inhomogeneous graded materials using the mixed meshless method coupled with fundamental solutions of homogeneous materials and globally supported radial basis functions (Wang and Qin, 2008; Wang et al., 2005, 2006).”
A new special element for stress concentration analysis of a plate with elliptical holes (2012, unknown): “In practice, the generation of virtual sources outside the element domain can usually be achieved by means of the following formulation [12,19,20] y j = xb + γ (xb − xc) , (36) where γ is a dimensionless coefficient, xb is the elementary boundary point and xc the geometrical centroid of the element.”