Boundary element programming in mechanics. With 1 CD-ROM (Windows, Macintosh and UNIX) The book describes applications of boundary element method (BEM) in solid mechanics, beginning with basic theory and then explaining the numerical implementation of BEM in three-dimensional nonlinear stress analysis. In addition, the authors develop a state-of-the-art BEM computer code, available for the first time on a CD-ROM attached to the book. The main topics covered in the book are: a) the derivation of partial differential equations that describe elasto-plasticity; b) the formulation of boundary integral equations for elasto-plasticity; c) the description of numerical algorithms for the implementation of boundary element method; d) the description of methods for evaluating singularities and solving nonlinear systems of equations; e) the description of computer code, and f) the presentation of benchmark problems and applications.par This book will be especially useful to stress analysts in industry, to research workers in computational plasticity, and to postgraduate students taking courses in engineering mechanics.

References in zbMATH (referenced in 114 articles )

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  1. Feng, Wei-Zhe; Gao, Lan-Fang; Gao, Xiao-Wei; Dai, Yan-Wei; Qian, Wei: A new DBEM for solving crack problems in arbitrary dissimilar materials (2021)
  2. Ptaszny, Jacek: A fast multipole BEM with higher-order elements for 3-D composite materials (2021)
  3. Xu, Chuang; Dong, Chunying; Dai, Rui: RI-IGABEM based on PIM in transient heat conduction problems of FGMs (2021)
  4. Yu, Bo; Cao, Geyong; Gong, Yanpeng; Ren, Shanhong; Dong, Chunying: IG-DRBEM of three-dimensional transient heat conduction problems (2021)
  5. Yu, Huiping; Guo, Yubo; Gong, Yanpeng; Qin, Fei: Thermal analysis of electronic packaging structure using isogeometric boundary element method (2021)
  6. Zhang, Chao; Fu, Zhuojia; Zhang, Yaoming: A new global and direct integral formulation for 2D potential problems (2021)
  7. Beer, Gernot; Dünser, Christian; Ruocco, Eugenio; Mallardo, Vincenzo: Efficient simulation of inclusions and reinforcement bars with the isogeometric boundary element method (2020)
  8. Bołtuć, Agnieszka: Optimization and identification of the shape in elastoplastic boundary problems using parametric integral equation system (PIES) (2020)
  9. Bołtuć, Agnieszka: Automatic generating and spread of a plastic region in PIES (2020)
  10. Feng, Wei-Zhe; Gao, Lan-Fang; Qu, Meng; Zhou, Ling; Dai, Yan-Wei; Yang, Kai: An improved singular curved boundary integral evaluation method and its application in dual BEM analysis of two- and three-dimensional crack problems (2020)
  11. Gong, Yanpeng; Dong, Chunying; Qin, Fei; Hattori, Gabriel; Trevelyan, Jon: Hybrid nearly singular integration for three-dimensional isogeometric boundary element analysis of coatings and other thin structures (2020)
  12. Gun, H.: Isotropic damage analysis of thermoelastic problems using BIE (2020)
  13. Li, Hao-Yang; Jiang, Geng-Hui; Yang, Kai; Gao, Xiao-Wei: A new approach to solve multi-medium nonlinear transient heat conduction problems using interface integration BEM (2020)
  14. Xiao, Sha; Yue, Zhongqi Quentin: Axisymmetric BEM analysis of one-layered transversely isotropic halfspace with cavity subject to external loads (2020)
  15. Yang, Kai; Li, Hao-Yang; Peng, Hai-Feng; Gao, Xiao-Wei: New interface integration BEM for solving multi-medium nonlinear heat transfer problems (2020)
  16. Yang, Yang; Liu, Yijun: A new boundary element method for modeling wave propagation in functionally graded materials (2020)
  17. Zheng, Yong-Tong; Gao, Xiao-Wei; Peng, Hai-Feng; Xu, Bing-Bing: The coupled method of multi-domain BEM and element differential method for solving multi-scale problems (2020)
  18. Gao, Xiao-Wei; Liang, Yu; Xu, Bing-Bing; Yang, Kai; Peng, Hai-Feng: Cross-line elements for free element method in thermal and mechanical analyses of functionally gradient materials (2019)
  19. Gong, Yanpeng; Trevelyan, Jon; Hattori, Gabriel; Dong, Chunying: Hybrid nearly singular integration for isogeometric boundary element analysis of coatings and other thin 2D structures (2019)
  20. Gong, Y. P.; Yang, H. S.; Dong, C. Y.: A novel interface integral formulation for 3D steady state thermal conduction problem for a medium with non-homogenous inclusions (2019)

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