有限元方法:固体力学和结构力学(第7版 英文版) 9787510098499-so88
有限元方法:固体力学和结构力学(第7版 英文版) 9787510098499 pdf epub mobi txt 电子书 下载 2022
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[英] O.C.Zienkiewicz,R.L.T 著
店铺: 创熠文化图书专营店 出版社: 世界图书出版公司 ISBN:9787510098499 商品编码:14868078478 包装:平装 出版时间:2015-07-01
基本信息
书名:有限元方法:固体力学和结构力学(第7版 英文版)
定价:145.00元
售价:97.2元,便宜47.8元,折扣67
作者: O.C.Zienkiewicz,R.L.Taylor,D.D.Fox
出版社:世界图书出版公司
出版日期:2015-07-01
ISBN:9787510098499
字数:
页码:624
版次:7
装帧:平装
开本:16开
商品重量:0.4kg
编辑推荐
内容提要
《有限元方法:固体力学和结构力学(第7版 英文版)》重点讲述了成功的结构分析和模拟所的核心知识和数学、分析工具,因此该书是研究生、科研工作者和工程师选择的。
目录
List of Figures
List of Tables
Preface
CHAPTER 1 General Problems iSolid Mechanics and
Nonlinearity
1.1 Introduction
1.2 Small deformatiosolid mechanics problems
1.2.1 Strong form of equation: Indicial notation
1.2.2 Matrix notation
1.2.3 Two-dimensional problems
1.3 Variational forms for nonlinear elasticity
1.4 Weak forms of governing equations
1.4.1 Weak form for equilibrium equation
1.5 Concluding remarks
References
CHAPTER 2 GalerkiMethod of Approximation: Irreducible
and Mixed Forms
2.1 Introduction
2.2 Finite element approximation: Galerkimethod
2.2.1 Displacement approximation
2.2.2 Derivatives
2.2.3 Strain-displacement equations
2.2.4 Weak form
2.2.5 Irreducible displacement method
2.3 Numerical integration: Quadrature
2.3.1 Volume integrals
2.3.2 Surface integrals
2.4 Nonlinear transient and steady-state problems
2.4.1 Explicit Newmark method
2.4.2 Implicit Newmark method
2.4.3 Generalized midpoint implicit form
2.5 Boundary conditions: Nonlinear problems
2.5.1 Displacement condition
2.5.2 Tractiocondition
2.5.3 Mixed displacement/tractiocondition
9.6 Mixed or irreducible forms
2.6.1 Deviatoric and meastress and straiponents
2.6.2 A three-field mixed method for general constitutive models
2.6.3 Local approximatioofp and 0
2.6.4 Continuous u-p approximation
2.7 Nonlinear quasi-harmonic field problems
2.8 Typical examples of transient nonlinear calculations
2.8.1 Transient heat conduction
2.8.2 Structural dynamics
2.8.3 Earthquake response of soil structures
2.9 Concluding remarks
References
CHAPTER 3 Solutioof Nonlinear Algebraic Equations
3.1 Introduction
3.2 Iterative techniques
3.2.1 General remarks
3.2.2 Newton's method
3.2.3 Modified Newton's method
3.2.4 Incremental-secant or quasi-Newtomethods
3.2.5 Line search procedures: Acceleratioof convergence
3.2.6 'Softening' behavior and displacement control
3.2.7 Convergence criteria
3.3 General remarks: Incremental and rate methods
References
CHAPTER 4 Inelastic and Nonlinear Materials
4.1 Introduction
4.2 Tensor to matrix representation
4.3 Viscoelasticity: History dependence of deformation
4.3.1 Linear models for viscoelasticity
4.3.2 Isotropic models
4.3.3 Solutioby analogies
4.4 Classical time-independent plasticity theory
4.4.1 Yield functions
4.4.2 Flow rule (normality principle)
4.4.3 Hardening/softening rules
4.4.4 Plastic stress-strairelations
4.5 Computatioof stress increments
……
作者介绍
文摘
序言
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