
Finite Element Analysis
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Sarhan M. Musa holds a PhD in electrical engineering and is currently a professor in the electrical and computer engineering department at Prairie View A&M University, Texas.
Content
- Cover
- Half-Title
- Title
- Copyright
- Dedication
- Contents
- Preface
- Chapter 1: Mathematical Preliminaries
- 1.1 Introduction
- 1.2 Matrix Definition
- 1.3 Types of Matrices
- 1.4 Addition or Subtraction of Matrices
- 1.5 Multiplication of a Matrix by Scalar
- 1.6 Multiplication of a Matrix by Another Matrix
- 1.7 Rules of Matrix Multiplications
- 1.8 Transpose of a Matrix Multiplication
- 1.9 Trace of a Matrix
- 1.10 Differentiation of a Matrix
- 1.11 Integration of a Matrix
- 1.12 Equality of Matrices
- 1.13 Determinant of a Matrix
- 1.14 Direct Methods for Linear Systems
- 1.15 Gaussian Elimination Method
- 1.16 Cramer's Rule
- 1.17 Inverse of a Matrix
- 1.18 Vector Analysis
- 1.19 Eigenvalues and Eigenvectors
- 1.20 Using Matlab
- Exercises
- References
- Chapter 2: Introduction to the Finite Element Method
- 2.1 Introduction
- 2.2 Methods of Solving Engineering Problems
- 2.2.1 Experimental Method
- 2.2.2 Analytical Method
- 2.2.3 Numerical Method
- 2.3 Procedure of Finite Element Analysis (Related to Structural Problems)
- 2.4 Methods of Prescribing Boundary Conditions
- 2.4.1 Elimination Method
- 2.4.2 Penalty Method
- 2.4.3 Multipoint Constrains Method
- 2.5 Practical Applications of Finite Element Analysis
- 2.6 Finite Element Analysis Software Package
- 2.7 Finite Element Analysis for Structure
- 2.8 Types of Elements
- 2.9 Direct Method for Linear Spring
- Exercises
- References
- Chapter 3: Finite Element Analysis of Axially Loaded Members
- 3.1 Introduction
- 3.1.1 Two-Node Bar Element
- 3.1.2 Three-Node Bar Element
- 3.2 Bars of Constant Cross-Section Area
- 3.3 Bars of Varying Cross-Section Area
- 3.4 Stepped Bar
- Exercises
- References
- Chapter 4: Finite Element Analysis Trusses
- 4.1 Introduction
- 4.2 Truss
- Exercises
- References
- Chapter 5: Finite Element Analysis of Beams
- 5.1 Introduction
- 5.2 Simply Supported Beams
- 5.3 Cantilever Beams
- Exercises
- References
- Chapter 6: Stress Analysis of a Rectangular Plate With a Circular Hole
- 6.1 Introduction
- 6.2 A Rectangular Plate with a Circular Hole
- Exercises
- References
- Chapter 7: Thermal Analysis
- 7.1 Introduction
- 7.2 Procedure of Finite Element Analysis (Related to Thermal Problems)
- 7.3 One-Dimensional Heat Conduction
- 7.4 Two-Dimensional Problem with Conduction and with Convection Boundary Conditions
- Exercises
- References
- Chapter 8: Fluid Flow Analysis
- 8.1 Introduction
- 8.2 Procedure of Finite Element Analysis (Related to Fluid Flow Problems)
- 8.3 Potential Flow Over a Cylinder
- 8.4 Potential Flow Around an Airfoil
- Exercises
- References
- Chapter 9: Dynamic Analysis
- 9.1 Introduction
- 9.2 Procedure of Finite Element Analysis (Related to Dynamic Problems)
- 9.3 Fixed-Fixed Beam for Natural Frequency Determination
- 9.4 Transverse Vibrations of a Cantilever Beam
- 9.5 Fixed-Fixed Beam Subjected to Forcing Function
- 9.6 Axial Vibrations of a Bar
- 9.7 Bar Subjected to Forcing Function
- Exercises
- References
- Chapter 10: Engineering Electromagnetics Analysis
- 10.1 Introduction to Electromagnetics
- 10.2 Maxwell's Equations and Continuity Equation
- 10.2.1 Maxwell's Equations and Continuity Equation in Differential Form
- 10.2.2 Maxwell's Equations and Continuity Equation in Integral Form
- 10.2.3 Divergence and Stokes Theorems
- 10.2.4 Maxwell's Equations and Continuity Equation in Quasi-Statics Case
- 10.2.5 Maxwell's Equations and Continuity Equation in Statics Case
- 10.2.6 Maxwell's Equations and Continuity Equation in Source-Free Regions of Space Case
- 10.2.7 Maxwell's Equations and Continuity Equation in Time-Harmonic Fields Case
- 10.3 Lorentz Force Law and Continuity Equation
- 10.4 Constitutive Relations
- 10.5 Potential Equations
- 10.6 Boundary Conditions
- 10.7 Laws for Static Fields in Unbounded Regions
- 10.7.1 Coulomb's Law and Field Intensity
- 10.7.2 Bio-Savart's Law and Field Intensity
- 10.8 Electromagnetic Energy and Power Flow
- 10.9 Loss in Medium
- 10.10 Skin Depth
- 10.11 Poisson's and Laplace's Equations
- 10.12 Wave Equations
- 10.13 Electromagnetic Analysis
- 10.13.1 One-Dimensional Elements
- 10.13.1.1 The Approach to FEM Standard Steps Procedure
- 10.13.1.2 Application to Poisson's Equation in One-Dimension
- 10.13.1.3 Natural Coordinates in One Dimension
- 10.13.2 Two-Dimensional Elements
- 10.13.2.1 Applications of FEM to Electrostatic Problems
- 10.14 Automatic Mesh Generation
- 10.14.1 Rectangular Domains
- 10.14.2 Arbitrary Domains
- 10.15 Higher-Order Elements
- 10.15.1 Pascal Triangle
- 10.15.2 Local Coordinates
- 10.15.3 Shape Functions
- 10.15.4 Fundamental Matrices
- 10.16 Three-Dimensional Element
- 10.17 Finite Element Methods for External Problems
- 10.17.1 Infinite Element Method
- 10.17.2 Boundary Element Method
- 10.17.3 Absorbing Boundary Conditions
- 10.18 Modeling and Simulation of Shielded Microstrip Lines with COMSOL Multiphysics
- 10.18.1 Rectangular Cross-Section Transmission Line
- 10.18.2 Square Cross-Section Transmission Line
- 10.18.3 Rectangular Line with Diamondwise Structure
- 10.18.4 A Single-Strip Shielded Transmission Line
- 10.19 Multistrip Transmission Lines
- 10.19.1 Double-Strip Shielded Transmission Line
- 10.19.2 Three-Strip Line
- 10.19.3 Six-Strip Line
- 10.19.4 Eight-Strip Line
- 10.20 Solenoid Actuator Analysis with Ansys
- Exercises
- References
- Appendix A: Ansys
- Appendix B: Matlab
- Appendix C: Comsol Multiphysics
- Appendix D: 4-COlor Figures From the Text (On the companion files)
- Index
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