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Programming the Finite Element Method, 6/Ed > 유한요소법

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Programming the Finite Element Method, 6/Ed
판매가격 89,000원
저자 Smith
도서종류 외국도서
출판사 Wiley
발행언어 영어
발행일 2013-11
페이지수 682
ISBN 9781119973348
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  • 도서 정보

    도서 상세설명

    1 Preliminaries: Computer Strategies 1

    1.1 Introduction 1

    1.2 Hardware 2

    1.3 Memory Management 2

    1.4 Vector Processors 3

    1.5 Multi-core Processors 3

    1.6 Co-processors 4

    1.7 Parallel Processors 4

    1.8 Applications Software 5

    1.9 Array Features 9

    1.10 Third-party Libraries 17

    1.11 Visualisation 18

    1.12 Conclusions 23

    References 24

    2 Spatial Discretisation by Finite Elements 25

    2.1 Introduction 25

    2.2 Rod Element 25

    2.3 The Eigenvalue Equation 28

    2.4 Beam Element 29

    2.5 Beam with an Axial Force 31

    2.6 Beam on an Elastic Foundation 32

    2.7 General Remarks on the Discretisation Process 33

    2.8 Alternative Derivation of Element Stiffness 33

    2.9 Two-dimensional Elements: Plane Stress 35

    2.10 Energy Approach and Plane Strain 38

    2.11 Plane Element Mass Matrix 40

    2.12 Axisymmetric Stress and Strain 40

    2.13 Three-dimensional Stress and Strain 42

    2.14 Plate Bending Element 44

    2.15 Summary of Element Equations for Solids 47

    2.16 Flow of Fluids: Navier–Stokes Equations 47

    2.17 Simplified Flow Equations 50

    2.18 Further Coupled Equations: Biot Consolidation 54

    2.19 Conclusions 56

    References 56

    3 Programming Finite Element Computations 59

    3.1 Introduction 59

    3.2 Local Coordinates for Quadrilateral Elements 59

    3.3 Local Coordinates for Triangular Elements 64

    3.4 Multi-Element Assemblies 66

    3.5 ‘Element-by-Element’ Techniques 68

    3.6 Incorporation of Boundary Conditions 72

    3.7 Programming using Building Blocks 75

    3.8 Solution of Equilibrium Equations 95

    3.9 Evaluation of Eigenvalues and Eigenvectors 96

    3.10 Solution of First-Order Time-Dependent Problems 99

    3.11 Solution of Coupled Navier–Stokes Problems 103

    3.12 Solution of Coupled Transient Problems 104

    3.13 Solution of Second-Order Time-Dependent Problems 106

    4 Static Equilibrium of Structures 115

    4.1 Introduction 115

    4.2 Conclusions 157

    4.3 Glossary of Variable Names 157

    4.4 Exercises 159

    References 168

    5 Static Equilibrium of Linear Elastic Solids 169

    5.1 Introduction 169

    5.2 Glossary of Variable Names 221

    5.3 Exercises 224

    References 232

    6 Material Non-linearity 233

    6.1 Introduction 233

    6.2 Stress–strain Behaviour 235

    6.3 Stress Invariants 236

    6.4 Failure Criteria 238

    6.5 Generation of Body Loads 240

    6.6 Viscoplasticity 240

    6.7 Initial Stress 242

    6.8 Corners on the Failure and Potential Surfaces 243

    6.9 Elastoplastic Rate Integration 270

    6.10 Tangent Stiffness Approaches 275

    6.11 The Geotechnical Processes of Embanking and Excavation 289

    6.12 Undrained Analysis 305

    6.13 Glossary of Variable Names 322

    6.14 Exercises 327

    References 331

    7 Steady State Flow 333

    7.1 Introduction 333

    7.2 Glossary of Variable Names 359

    7.3 Exercises 361

    References 367

    8 Transient Problems: First Order (Uncoupled) 369

    8.1 Introduction 369

    8.2 Comparison of Programs 8.4, 8.5, 8.6 and 8.7 397

    8.3 Glossary of Variable Names 416

    8.4 Exercises 419

    References 422

    9 Coupled Problems 423

    9.1 Introduction 423

    9.2 Glossary of Variable Names 454

    9.3 Exercises 459

    References 460

    10 Eigenvalue Problems 461

    10.1 Introduction 461

    10.2 Glossary of Variable Names 477

    10.3 Exercises 480

    References 482

    11 Forced Vibrations 483

    11.1 Introduction 483

    11.2 Glossary of Variable Names 517

    11.3 Exercises 521

    References 522

    12 Parallel Processing of Finite Element Analyses 523

    12.1 Introduction 523

    12.2 Differences between Parallel and Serial Programs 525

    12.3 Graphics Processing Units 589

    12.4 Cloud Computing 594

    12.5 Conclusions 596

    12.6 Glossary of Variable Names 597

    References 602

    Appendix A Equivalent Nodal Loads 605

    Appendix B Shape Functions and Element Node Numbering 611

    Appendix C Plastic Stress-Strain Matrices and Plastic Potential Derivatives 619

    Appendix D main Library Subprograms 623

    Appendix E geom Library Subroutines 635

    Appendix F Parallel Library Subroutines 639

    Appendix G External Subprograms 645

    Author Index 649

    Subject Index 653
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