有限元方法
2008-12
世界图书出版公司
监凯维奇
435
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The major part of this book has been derived by updating the third volume of the fifth edition. However, it now contains three new chapters and also major improvements in the existing ones. Its objective is to separate the fluid dynamics formulations and applications from those of solid mechanics and thus to reach perhaps a different interest group.It is our intention that the present text could be used by investigators familiar with the finite element method in general terms and introduce them to the subject of fluid dynamics. It can thus in many ways stand alone. Although the finite element discretization is briefly covered here, many of the general finite element procedures may not be familiar to a reader introduced to the finite element method through different texts and therefore we advise that this volume be used in conjunction with the text on 'The Finite Element Method: Its Basis and Fundamentals' by Zienkiewicz, Taylor and Zhu to which we make frequent reference.
这是一套在国际上颇具权威性的经典著作（共三卷）,由有限元法的创始人Zienkiewicz教授和美国加州大学Taylor教授合作撰写,初版于1967年,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。 第2卷目次：固体力学和非线性的一般问题；Galerkin近似方法；非线性代数方程的解；非弹性和非线性材料；几何非线性问题—有限变形；有限性变的材料构成；约束处理；伪刚性体和刚柔性体；离散元方法；一维结构力学问题；板弯曲近似：薄（Kirchhoff）板和C1连续性要求；厚Reissner-Mindlin 板—不可简缩的和混合公式；作为扁平单元的壳；轴对称壳；作为三维分析的特殊情形的壳—Reissner-Mindlin假定；半解析有限元法—正交函数的利用和‘有限带’法；非线性结构问题—大位移和失稳；多尺度模型；有限元分析的计算机程序。 读者对象：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。
作者：(英国)监凯维奇 (Zienkiewicz.O.C)
PrefaceAcknowledgements1 Introduction to the equations of fluid dynamics and the finite element approximation 1.1 General remarks and classification of fluid dynamics problems discussed in this book 1.2 The governing equations of fluid dynamics 1.3 Inviscid, incompressible flow 1.4 Incompressible (or nearly incompressible) flows 1.5 Numerical solutions: weak forms, weighted residual and finite element approximation 1.6 Concluding remarks References2 Convection dominated problems - finite element approximations to the convection--diffusion-reaction equation 2.1 Introduction 2.2 The steady-state problem in one dimension 2.3 The steady-state problem in two (or three) dimensions 2.4 Steady state - concluding remarks 2.5 Transients - introductory remarks 2.6 Characteristic-based methods 2.7 Taylor-Galerkin procedures for scalar variables 2.8 Steady-state condition 2.9 Non-linear waves and shocks 2.10 Treatment of pure convection 2.11 Boundary conditionsfor convection-diffusion 2.12 Summary and concluding remarks References3 The characteristic-based split (CBS) algorithm. A general procedure for compressible and incompressible flow 3.1 Introduction 3.2 Non-dimensional form of the governing equations 3.3 Characteristic-based split (CBS) algorithm 3.4 Explicit, semi-implicit and nearly implicit forms 3.5 Artificial compressibility and dual time stepping 3.6 'Circumvention' of the Babuska-Brezzi (BB) restrictions 3.7 A single-step version 3.8 Boundary conditions 3.9 The performance of two-step and one-step algorithms on an inviscid problem 3.10 Concluding remarks References4 Incompressible Newtonian laminar flows 4.1 Introduction and the basic equations 4.2 Use of the CBS algorithm for incompressible flows 4.3 Adaptive mesh refinement 4.4 Adaptive mesh generation for transient problems 4.5 Slow flows - mixed and penalty formulations 4.6 Concluding remarks References5 Incompressible non-Newtonian flows 5.1 Introduction 5.2 Non-Newtonian flows - metal and polymer forming 5.3 Viscoelastic flows 5.4 Direct displacement approach to transient metal forming 5.5 Concluding remarks References6 Free surface and buoyancy driven flows 6.1 Introduction 6.2 Free surface flows 6.3 Buoyancy driven flows 6.4 Concluding remarks References7 Compressible high-speed gas flow 7.1 Introduction 7.2 The governing equations 7.3 Boundary conditions.- subsonic and Suoersonic fl0w 7.4 Numerical approximations and the CBS algorithm 7.5 Shock capture 7.6 Variable smoothing 7.7 Some preliminary examples for the Euler equation 7.8 Adaptive refinement and shock capture in Euler problems 7.9 Three-dimensional inviscid examples in steady state 7.10 Transient two- and three-dimensional problems 7.11 Viscous problems in two dimensions 7.12 Three-dimensional viscous problems……8 Turbulent flows9 Generalized flow through porous media10 Shallow water problems11 Long and medium waves12 Short waves13 Computer implementation of the CBS algorithmAppendixAuthor indexSubject index
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《有限元方法流体力学(第6版)》由世界图书出版公司出版。
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详细讲解了流体力学的有限元法，内容很充实
英文很地道，搞有限元的必读教程
流体力学太难啦，学好必须努力啊。
虽然还没有完全阅读但是觉得书内公式推导严谨是本不错的学习参考
全新的英文书 还没有看具体内容
大师，经典
虽然不是自己的专业，但是还是想把三本买齐了
非常好的专业书籍，不便之处就是英语要花很多时间阅读理解
很好的书！！很难
相对第5版，错误明显纠正很多，便还存在少量
影印版纸张质量较差，但印刷质量还可以
内容比较充分全面，但感觉都没有讲得太透，不尽详实，不过对CBS的讲解和相应的程序实现算是比较到位了
毕竟有限元应用于流体力学研究不是很热，不错的参考了
里面罗列了FEM在流体力学中的多种应用。可以做为某领域工作的综述性文献来看。
还没看，但是确实是经典
书质量真心就那样
价格合理，字迹清晰。开展这方面研究的人士必看的书籍，推荐！
有限元书籍很多，但绝大多数都专注于结构力学领域。这本书则专注于流体领域，且深入浅出，适合有一定有限元基础的学生或者科技工作者参考。
最近真的是太忙了，没来得看，下次补上心得
经典教材，很棒！英文原版的影印版，价格适合中国啊。
较好的流体力学有限元法的书。
书的确不错，但商家储存得不太好，边角有磨损，不过不严重，给个好评
最近帮朋友买的英文原版的“有限元”，貌似比较到位！学习ing····
有关有限元应用于流体动力学方面的计算。作者是有限元泰斗。