有限元法(第1卷第5版)

这是一套在国际上颇具权威性的经典著作（共3卷），由有限元法的创始人Zienkiewiez教授和美国加州大学Taylor教授合作撰写。本书初版于1967年，以后经过多次修订再版，深受力学界和工程界科技人员的欢迎，本套书的特点是理论可靠，内容全面，既有基础理论，又有其具体应用，适用于计算力学、力学、土木、水利、机械、航天航空等领域的专家、教授、工程技术人员和研究生。

1.　Some preliminaries:the standard discrete system
2. A direct approach to prlblems in elasticity
3. Generalization of the finite element concepts.Galerkin-weighted residual and variational approaches
4. Plane stress and plane strain
5. Axisymmetric stress analysis
6. Three-dimensional stress analysis
7. Steady-state field problems-heat conduction.electric and magnetic potenteal.fluid flow .etc
8. Standard and hierarchical elemen shape functions :some general families of Co continuity
9. Mapped elements and numerical interation-infinite 'and 'singularity' clcmcnts
10. The patch test ,reduced integration and non-conforming elements
11.Mixed formulation and constraints-complete field methods
12.Incompressible materials,mixde methods and other procedures of solution
13.Mixed formulation and constraints-incomplete field methods,boundary/Trefftz methods
14. Errors,recovery processes and error estimates
15.Adaptive finite element refinement
16.Point-based approximations;element-free Galerkin-and other meshless methods
17.The time dimension-semi-discretzation of field and dynamic problems and analytical solution procedures
18.The time dimension-discrete approximation in time
19.Coupled systems
20.Compuret procedures ofr finite element analysis