《彈性力學及有限元基礎》內容簡介：This textbook iS intended primarily for the senior undergraduate course in elastic mechanics and finite element fundamentals teaching in English for Ohinese students majoring in Civil Engineering．Thus，this book has been written bearing in mind the definition of books by Francis Bacon as quoted above；lt IS needless to say that this book belongs to the third category for senior underaraduate Ohinese students．
基本介紹
- 書名：彈性力學及有限元基礎
- 作者：張我華
- 出版日期：2003年3月1日
- 語種：英語
- ISBN：9787308032650
- 外文名：Fundamentals ELASTICITY MECHANICS and Finite Element Method
- 出版社：浙江大學出版社
- 頁數：352頁
- 開本：32
- 品牌：浙江大學出版社
內容簡介,圖書目錄,
內容簡介
《彈性力學及有限元基礎》是由浙江大學出版社出版的。
圖書目錄
Chapter 1 INTRODUCTION
1.1 BASIC CONCEPTS
1.2 COMPUTATIONAL DEVELOPMENTS
Chapter 2 STRESS ANALYSIS
2.1 INTERNAL AND EXTERNAL FORCES
2.2 DEFINITION OF STRESS
2.3 COMPONENTS OF STRESS
2.4 STRESS EQUILIBRIUM EQUATIONS
2.5 ANALYSIS OF STRESSES ON A GENERAL PLANE
2.5.1 Direction Cosines
2.5.2 Co-ordinate Transformation
2.5.3 Stresses on Oblique Plane
2.5.4 Stresses Transformation
2.6 PRINCIPAL STRESSES
2.7 STRESS INVARIANTS
2.8 DEVIATCORIC STRESSES
2.9 THE MAXIMUM SHEAR STRESSES
2.10 OCTAHEDRAL STRESSES
2.11 PLANE STRESS
2.12 STRESS BOUNDARY CONDITION PROBLEMS
Chapter 3 STRAIN ANALYSIS
3.1 DESCRIPTIONS OF DEFORMATIONS
3.1.1 Lagrangian Description
3.1.2 Eulerian Description
3.2 DEFINITION OF STRAIN
3.2.1 Finite Strain
3.2.2 Small Deformation
3.3 COMPONENTS OF STRAIN
3.4 STRAINS COMPATIBILITY EQUATIONS
3.5 STRAIN TRANSFORMATION
3.6 PRINCIPAL STRAINS AND STRAIN INVARIANTS
3.7 DEVIATORIC STRAINS
3.8 THE MAXIMUM SHEAR STRAIN
3.9 OCTAHEDRAL STRAINS
3.10 PLANE STRAIN
3.11 STRAIN RATES
PROBLEMS
Chapter 4 STRESS-STRAIN RELATIONS
4.1 INTRODUCTION
4.2 IDEALISED ONE DIMENSIONAL
……
Chapter 5 BASIC EQUATIONS OF ELASTICITY
Chapter 6 APPLICATIONS TO SIMPLE PROBLEMS
Chapter 7 TWO DIMENSIONAL ELASTIC FINITE ELEMENT AND PROGRAMMING
Appendix A List of FORTRAN Program ELASTIC.FOR
Appendix B The Form of Input Data File for Analyzed Examples
Appendix D List of C++Program ELASTIC.CPP
Appendix E Output Files for Results of Examples
References
1.1 BASIC CONCEPTS
1.2 COMPUTATIONAL DEVELOPMENTS
Chapter 2 STRESS ANALYSIS
2.1 INTERNAL AND EXTERNAL FORCES
2.2 DEFINITION OF STRESS
2.3 COMPONENTS OF STRESS
2.4 STRESS EQUILIBRIUM EQUATIONS
2.5 ANALYSIS OF STRESSES ON A GENERAL PLANE
2.5.1 Direction Cosines
2.5.2 Co-ordinate Transformation
2.5.3 Stresses on Oblique Plane
2.5.4 Stresses Transformation
2.6 PRINCIPAL STRESSES
2.7 STRESS INVARIANTS
2.8 DEVIATCORIC STRESSES
2.9 THE MAXIMUM SHEAR STRESSES
2.10 OCTAHEDRAL STRESSES
2.11 PLANE STRESS
2.12 STRESS BOUNDARY CONDITION PROBLEMS
Chapter 3 STRAIN ANALYSIS
3.1 DESCRIPTIONS OF DEFORMATIONS
3.1.1 Lagrangian Description
3.1.2 Eulerian Description
3.2 DEFINITION OF STRAIN
3.2.1 Finite Strain
3.2.2 Small Deformation
3.3 COMPONENTS OF STRAIN
3.4 STRAINS COMPATIBILITY EQUATIONS
3.5 STRAIN TRANSFORMATION
3.6 PRINCIPAL STRAINS AND STRAIN INVARIANTS
3.7 DEVIATORIC STRAINS
3.8 THE MAXIMUM SHEAR STRAIN
3.9 OCTAHEDRAL STRAINS
3.10 PLANE STRAIN
3.11 STRAIN RATES
PROBLEMS
Chapter 4 STRESS-STRAIN RELATIONS
4.1 INTRODUCTION
4.2 IDEALISED ONE DIMENSIONAL
……
Chapter 5 BASIC EQUATIONS OF ELASTICITY
Chapter 6 APPLICATIONS TO SIMPLE PROBLEMS
Chapter 7 TWO DIMENSIONAL ELASTIC FINITE ELEMENT AND PROGRAMMING
Appendix A List of FORTRAN Program ELASTIC.FOR
Appendix B The Form of Input Data File for Analyzed Examples
Appendix D List of C++Program ELASTIC.CPP
Appendix E Output Files for Results of Examples
References
