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Fundamental solution based numerical methods for three dimensional problems: efficient treatments of inhomogeneous terms and hypersingular integrals
作者: Cheuk Yu Lee
DOI:
10.25911/5D70F3DB181A6
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参考文章
(172)
1.
Graeme Fairweather, Andreas Karageorghis,
The method of fundamental solutions for elliptic boundary value problems
Advances in Computational Mathematics.
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Gregory E. Fasshauer,
Solving differential equations with radial basis functions: multilevel methods and smoothing
Advances in Computational Mathematics.
,vol. 11, pp. 139- 159 ,(1999) ,
10.1023/A:1018919824891
3.
Qing-Hua Qin, Yiu-Wing Mai, Shou-Wen Yu,
Effective moduli for thermopiezoelectric materials with microcracks
International Journal of Fracture.
,vol. 91, pp. 359- 371 ,(1998) ,
10.1023/A:1007423508650
4.
Jihoon Kim,
Sequential methods for coupled geomechanics and multiphase flow
,(2010)
5.
Gernot Beer,
Programming the Boundary Element Method
,(2001)
6.
Hua Li,
Smart Hydrogel Modelling
,(2009)
7.
Qing Hua Qin, Cheuk Lee, Hui Wang,
Trefftz fnctions and application to 3D elasticity
Computer Assisted Mechanics and Engineering Sciences.
pp. 251- 263 ,(2008)
8.
Gui-Rong Liu, Moubin B Liu,
Smoothed Particle Hydrodynamics: A Meshfree Particle Method
,(2003)
9.
A.H.-D. Cheng, C.C. Tsai, D.L. Young,
Meshless BEM for Three-dimensional Stokes Flows
Cmes-computer Modeling in Engineering & Sciences.
,vol. 3, pp. 117- 128 ,(2002) ,
10.3970/CMES.2002.003.117
10.
A. A. Becker,
The Boundary Element Method in Engineering: A Complete Course
,(1992)
来源期刊
The Australian National University
2016 年,
Volume: , Issue: ,
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