An efficient nesting sub-domain gradient smoothing integration algorithm with quadratic exactness for Galerkin meshfree methods

By Dong-dong Wang, Junchao Wu. 2016

88 citations recorded by the source corpus.

Subfields: Computational Mechanics, Electrical and Electronic Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/cd884f24cb7da0ddcd4d7a0d11a68acb76c1eac7

Citations in the corpus

• Element differential method and its application in thermal‐mechanical problems (2018, unknown): “∑ Nb e1⁄41 ∑ Seb s1⁄41 Dijkl ξ nj ξ eb ∂Nα ξeb ∂xl uk−~k ξ eb T ξ ni ξ " # 1⁄4 ∑ Nb e1⁄41 ∑ Seo s1⁄41 ti ξ ; ξ∈ Γt (29)”
• Meshfree Methods: Progress Made after 20 Years (2017, unknown): “…can achieve optimal convergence with low order quadrature (Chen et al. 2013), and can correct nodal integration methods for optimal convergence; (2) extensions of SCNI to achieve higher order Galerkin exactness (Duan et al. 2012; Wang and Wu 2016); and (3) the accelerated stabilization of Eqs.”