Finite Element Analysis: Theory and Application with Ansys
(Sprache: Englisch)
For courses in Finite Element Analysis, offered in departments of Mechanical or Civil and Environmental Engineering. While many good textbooks cover the theory of finite element modeling, Finite Element Analysis: Theory and Application with ANSYS is the...
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For courses in Finite Element Analysis, offered in departments of Mechanical or Civil and Environmental Engineering. While many good textbooks cover the theory of finite element modeling, Finite Element Analysis: Theory and Application with ANSYS is the only text available that incorporates ANSYS as an integral part of its content. Moaveni presents the theory of finite element analysis, explores its application as a design/modeling tool, and explains in detail how to use ANSYS intelligently and effectively. Teaching and Learning Experience This program will provide a better teaching and learning experience-for you and your students. It will help: *Present the Theory of Finite Element Analysis: The presentation of theoretical aspects of finite element analysis is carefully designed not to overwhelm students.*Explain How to Use ANSYS Effectively: ANSYS is incorporated as an integral part of the content throughout the book.*Explore How to Use FEA as a Design/Modeling Tool: Open-ended design problems help students apply concepts.
Inhaltsverzeichnis zu „Finite Element Analysis: Theory and Application with Ansys “
Preface xi Acknowledgments xv 1 Introduction 1 1.1 Engineering Problems 2 1.2 Numerical Methods 5 1.3 A Brief History of the Finite Element Method and ANSYS 6 1.4 Basic Steps in the Finite Element Method 6 1.5 Direct Formulation 8 1.6 Minimum Total Potential Energy Formulation 37 1.7 Weighted Residual Formulations 43 1.8 Verification of Results 48 1.9 Understanding the Problem 49 Summary 54 References 54 Problems 54 2 Matrix Algebra 66 2.1 Basic Definitions 66 2.2 Matrix Addition or Subtraction 69 2.3 Matrix Multiplication 69 2.4 Partitioning of a Matrix 73 2.5 Transpose of a Matrix 77 2.6 Determinant of a Matrix 81 2.7 Solutions of Simultaneous Linear Equations 86 2.8 Inverse of a Matrix 94 2.9 Eigenvalues and Eigenvectors 98 2.10 Using MATLAB to Manipulate Matrices 102 2.11 Using Excel to Manipulate Matrices 106 Summary 120 References 121 Problems 121 3 Trusses 125 3.1 Definition of a Truss 125 3.2 Finite Element Formulation 126 3.3 Space Trusses 151 3.4 Overview of the ANSYS Program 153 3.5 Examples Using ANSYS 161 3.6 Verification of Results 193 Summary 195 References 195 Problems 195 4 Axial members, Beams, and Frames 205 4.1 Members Under Axial Loading 205 4.2 Beams 213 4.3 Finite Element Formulation of Beams 218 4.4 Finite Element Formulation of Frames 234 4.5 Three- Dimensional Beam Element 240 4.6 An Example Using ANSYS 242 4.7 Verification of Results 267 Summary 269 References 270 Problems 271 5 One- Dimensional Elements 283 5.1 Linear Elements 283 5.2 Quadratic Elements 287 5.3 Cubic Elements 289 5.4 Global, Local, and Natural Coordinates 292 5.5 Isoparametric Elements 294 5.6 Numerical Integration: Gauss-Legendre Quadrature 296 5.7 Examples of One- Dimensional Elements in ANSYS 301 Summary 301 References 301 Problems 301 6 Analysis of One- Dimensional Problems 308 6.1 Heat Transfer Problems 308 6.2 A Fluid Mechanics Problem 327 6.3 An Example Using ANSYS 331 6.4 Verification of Results 346 Summary 347 References 347 Problems 348 7 Two- Dimensional
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Elements 351 7.1 Rectangular Elements 351 7.2 Quadratic Quadrilateral Elements 355 7.3 Linear Triangular Elements 360 7.4 Quadratic Triangular Elements 365 7.5 Axisymmetric Elements 369 7.6 Isoparametric Elements 374 7.7 Two- Dimensional Integrals: Gauss-Legendre Quadrature 377 7.8 Examples of Two- Dimensional Elements in ANSYS 378 Summary 379 References 379 Problems 380 8 More Ansys 387 8.1 ANSYS Program 387 8.2 ANSYS Database and Files 388 8.3 Creating a Finite Element Model with ANSYS: Preprocessing 390 8.4 h- Method Versus p- Method 404 8.5 Applying Boundary Conditions, Loads, and the Solution 404 8.6 Results of Your Finite Element Model: Postprocessing 407 8.7 Selection Options 412 8.8 Graphics Capabilities 413 8.9 Error- Estimation Procedures 415 8.10 An Example Problem 417 Summary 431 References 432 9 Analysis of Two- Dimensional Heat Transfer Problems 433 9.1 General Conduction Problems 433 9.2 Formulation with Rectangular Elements 440 9.3 Formulation with Triangular Elements 451 9.4 Axisymmetric Formulation of Three- Dimensional Problems 470 9.5 Unsteady Heat Transfer 477 9.6 Conduction Elements used by ANSYS 487 9.7 Examples Using ANSYS 488 9.8 Verification of Results 528 Summary 528 References 530 Problems 530 10 Analysis of Two- Dimensional Solid Mechanics Problems 542 10.1 Torsion of Members with Arbitrary Cross- Section Shape 542 10.2 Plane- Stress Formulation 558 10.3 Isoparametric Formulation: Using a Quadrilateral Element 566 10.4 Axisymmetric Formulation 573 10.5 Basic Failure Theories 575 10.6 Examples Using ANSYS 576 10.7 Verification of Results 598 Summary 598 References 600 Problems 600 11 Dynamic Problems 609 11.1 Review of Dynamics 609 11.2 Review of Vibration of Mechanical and Structural Systems 623 11.3 Lagrange's Equations 640 11.4 Finite Element Formulation of Axial Members 642 11.5 Finite Element Formulation of Beams and Frames 651 11.6 Examples Using ANSYS 665 Summary 684 References 684 Problems 684 12 Analysis of Fluid Mechanics Problems 691 12.1 Direct Formulation of Flow Through Pipes 691 12.2 Ideal Fluid Flow 703 12.3 Groundwater Flow 709 12.4 Examples Using ANSYS 712 12.5 Verification of Results 733 Summary 734 References 735 Problems 736 13 Three- Dimensional Elements 741 13.1 The Four- Node Tetrahedral Element 741 13.2 Analysis of Three- Dimensional Solid Problems Using Four- Node 13.3 The Eight- Node Brick Element 749 13.4 The Ten- Node Tetrahedral Element 751 13.5 The Twenty- Node Brick Element 752 13.6 Examples of Three- Dimensional Elements in ANSYS 754 13.7 Basic Solid- Modeling Ideas 758 13.8 A Thermal Example Using ANSYS 769 13.9 A Structural Example Using ANSYS 786 Summary 799 References 799 Problems 799 Tetrahedral Elements 744 14 Design and Material Selection 808 14.1 Engineering Design Process 809 14.2 Material Selection 812 14.3 Electrical, Mechanical, and Thermophysical Properties of Materials 813 14.4 Common Solid Engineering Materials 815 14.5 Some Common Fluid Materials 822 Summary 824 References 824 Problems 824 15 Design Optimization 826 15.1 Introduction to Design Optimization 826 15.2 The Parametric Design Language of ANSYS 830 15.3 Examples of Batch Files 832 Summary 843 References 844 Problems 844 Appendix A mechanical Properties of some materials 845 Appendix B thermophysical Properties of some materials 848 Appendix C Properties of Common line and Area shapes 849 Appendix D Geometrical Properties of structural steel shapes 852 Appendix e Conversion Factors 856 Appendix F An introduction to mAtlAB 858 index 893
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Bibliographische Angaben
- Autor: Saeed Moaveni
- 936 Seiten, Maße: 18,3 x 23,1 cm, Kartoniert (TB), Englisch
- Verlag: Prentice Hall
- ISBN-10: 0133840808
- ISBN-13: 9780133840803
- Erscheinungsdatum: 13.04.2014
Sprache:
Englisch
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