Results 1-8 of 8 (Search time: 0.002 seconds).
Issue Date | Title | Author(s) | Source | WOS | Fulltext/Archive link | |
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1 | 2020 | A study on the degenerate scale by using the fundamental solution with dimensionless argument for 2D elasticity problems | Jeng-Tzong Chen ; Ying-Te Lee ; Jia-Wei Lee; Sheng-Kuang Chen | Journal of the Chinese Institute of Engineers | 1 | |
2 | 2017 | A self-regularized approach for rank-deficient systems in the BEM of 2D Laplace problems | Jeng-Tzong Chen ; Ying-Te Lee ; Yu-Lung Chang; Jie Jian | Inverse Problems in Science and Engineering | 9 | |
3 | 2017 | Revisit of degenerate scales in the BIEM/BEM for 2D elasticity problems | Jeng-Tzong Chen ; Wen-Sheng Huang; Ying-Te Lee ; Shyh-Rong Kuo ; Shing-Kai Kao | Mechanics of Advanced Materials and Structures | 9 | |
4 | 2016 | A necessary and sufficient BEM/BIEM for two-dimensional elasticity problems | Jeng-Tzong Chen ; Wen-Sheng Huang; Ying-Te Lee ; Shing-Kai Kao | Engineering Analysis with Boundary Elements | 5 | |
5 | 2014 | Formulation of the MFS for the two-dimensional Laplace equation with an added constant and constraint | Jeng-Tzong Chen ; Jheng-Lin Yang; Ying-Te Lee ; Yu-Lung Chang | Engineering Analysis with Boundary Elements | 15 | |
6 | 2012 | Analytical derivation and numerical experiments of degenerate scale for an ellipse in BEM | Jeng-Tzong Chen ; Ying-Te Lee ; Shyh-Rong Kuo ; Yi-Wei Chen | Engineering Analysis with Boundary Elements | 21 | |
7 | 2007 | On the equivalence of the Trefftz method and method of fundamental solutions for Laplace and biharmonic equations | Jeng-Tzong Chen ; C.S. Wu; Ying-Te Lee ; K.H. Chen | Computers & Mathematics with Applications | 99 | |
8 | 2006 | Degenerate scale for the analysis of circular thin plate using the boundary integral equation method and boundary element methods | Jeng-Tzong Chen ; C. S. Wu; K. H. Chen; Ying-Te Lee | Computational Mechanics | 20 |