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 62 articles )

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  1. Gong, Y. P.; Dong, C. Y.: An isogeometric boundary element method using adaptive integral method for 3D potential problems (2017)
  2. Gong, Y. P.; Dong, C. Y.; Qin, X. C.: An isogeometric boundary element method for three dimensional potential problems (2017)
  3. Bołtuć, Agnieszka: Elastoplastic boundary problems in PIES comparing to BEM and FEM (2016)
  4. Wang, Yingjun; Benson, David J.; Nagy, Attila P.: A multi-patch nonsingular isogeometric boundary element method using trimmed elements (2015)
  5. Gun, Halit; Gao, Xiao-Wei: Analysis of frictional contact problems for functionally graded materials using BEM (2014)
  6. Peng, Hai-Feng; Liu, Jian; Zhu, Qiang-Hua; Zhang, Ch.: Evaluation of strongly singular domain integrals for internal stresses in functionally graded materials analyses using RIBEM (2014)
  7. Rong, Junjie; Wen, Lihua; Xiao, Jinyou: Efficiency improvement of the polar coordinate transformation for evaluating BEM singular integrals on curved elements (2014)
  8. Yang, Kai; Liu, Yun-Fei; Gao, Xiao-Wei: Analytical expressions for evaluation of radial integrals in stress computation of functionally graded material problems using RIBEM (2014)
  9. Yang, K.; Yuan, Z. C.; Lv, J.: Thermal stress analysis of functionally graded material structures using analytical expressions in radial integration BEM (2014)
  10. Zito, L.; Terravecchia, S.; Panzeca, T.: Elastoplastic analysis by active macro-zones with linear kinematic hardening and von Mises materials (2014)
  11. Anacleto, F. E. S.; Ribeiro, T. S. A.; Ribeiro, G. O.; Pitangueira, R. L. S.; Penna, S. S.: An object-oriented tridimensional self-regular boundary element method implementation (2013)
  12. Peng, Hai-Feng; Yang, Kai; Gao, Xiao-Wei: Element nodal computation-based radial integration BEM for non-homogeneous problems (2013)
  13. Chen, Zejun; Xiao, Hong: The fast multipole boundary element methods (FMBEM) and its applications in rolling engineering analysis (2012)
  14. Gao, Xiao-Wei; Li, Lingjie: A solver of linear systems of equations (REBSM) for large-scale engineering problems (2012)
  15. Guo, Li; Chen, Tang; Gao, Xiao-Wei: Transient meshless boundary element method for prediction of chloride diffusion in concrete with time dependent nonlinear coefficients (2012)
  16. Hematiyan, Mohammad Rahim; Khosravifard, Amir; Mohammadi, Mehrdad: A general technique for coupling two arbitrary methods in stress analysis (2012)
  17. Deng, Qin; Li, Chunguang; Wang, Shuilin; Zheng, Hong; Ge, Xiurun: A nonlinear complementarity approach for elastoplastic problems by BEM without internal cells (2011)
  18. Gao, Xiao-Wei; Davies, Trevor G.: Boundary element programming in mechanics. (2011)
  19. Gao, Xiao-Wei; Peng, Hai-Feng: Numerical evaluation of arbitrary singular domain integrals based on radial integration method (2011)
  20. Yang, Kai; Gao, Xiao-Wei; Liu, Yun-Fei: Using analytical expressions in radial integration BEM for variable coefficient heat conduction problems (2011)

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