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أخوانى فى الله أحضرت لكم كتاب Finite Element Modeling for Stress Analysis Robert D. Cook University of Wisconsin - Madison
![كتاب Finite Element Modeling for Stress Analysis F_e_m_14](https://i.servimg.com/u/f61/15/36/74/14/f_e_m_14.jpg) ويتناول الموضوعات الأتية :
Chapter 1 Introduction 1.1 The Finite Element Method, 1 1.2 Elements and Nodes, 3 1.3 Modeling the Problem and Checking Results, 6 1.4 Discretization and Other Approximations, 9 1.5 Responsibility of the User, 10 1.6 Elementary Matrix Algebra, 12 Analytical Problems, 13 1 Chapter 2 Bars and Beams. Linear Static Analysis 2.1 Introduction, 17 2.2 Stiffness Matrix Formulation: Bar Element, 18 2.3 Stiffness Matrix Formulation: Beam Element, 20 2.4 Properties of k and K. Avoiding Singularity, 25 2.5 Mechanical Loads. Stresses, 26 2.6 Thermal Loads. Stresses, 30 2.7 An Application, 33 Analytical Problems, 36 Computational Problems, 38 17 Chapter 3 Plane Problems 3.1 Introduction, 41 3.2 Constant Strain Triangle (CST), 46 3.3 Linear Strain Triangle (LST), 47 3.4 Bilinear Quadrilateral (Q4), 48 3.5 Quadratic Quadrilateral (Q8), 50 3.6 Improved Bilinear Quadrilateral (Q6), 51 3.7 Elements with “Drilling” d.o.f., 54 3.8 Elements of More General Shape, 55 41 Vllvm Contents 3.9 Loads, 56 3.10 Stress Calculation. Other Remarks, 59 3.11 Comparative Examples, 62 3.12 An Application, 63 Analytical Problems, 67 Computational Problems, 70 Chapter 4 Isoparametric Elements and Solution Techniques 75 4.1 Node Numbering and Matrix Sparsity, 75 4.2 Equation Solving, 77 4.3 Transformations, 78 4.4 Isoparametric Elements: Formulation, 80 4.5 Gauss Quadrature and Isoparametric Elements, 82 4.6 Choice of Quadrature Rule. Instabilities, 84 4.7 Stress Calculation and Gauss Points, 86 4.8 Nature of Finite Element Solution, 86 4.9 Convergence Requirements. Patch Test, 88 4.10 Infinite Media and Infinite Elements, 89 4.11 Substructures, 90 4.12 Symmetry, 92 4.13 Constraints, 95 Analytical Problems, 98 Computational Problems, 103 Chapter 5 Modeling, Errors, and Accuracy in Linear Analysis 105 5.1 Modeling in General, 105 5.2 Structure Behavior and Element Behavior, 106 5.3 Element Tests and Element Shapes, 110 5.4 Test Cases and Pilot Studies, 113 5.5 Material Properties, 114 5.6 Loads, 116 5.7 Connections, 118 5.8 Boundary Conditions, 122 5.9 Planning the Analysis, 124 5.10 Numerical Error: Sources and Detection, 126 5.11 Common Mistakes, 130 5.12 Checking the Model, 131 5.13 Critique of FE Results, 133 5.14 Stress Concentrations. Submodeling, 136 5.15 Convergence with Mesh Refinement, 138 5.16 Error Measures and Adaptivity, 141Contents IX Chapter 6 Solids and Solids of Revolution 145 6.1 Introduction, 145 6.2 Elements for 3D Solids, 149 6.3 A 3D Application, 152 6.4 Axisymmetric Solid Elements, 155 6.5 An Axisymmetric Application, 157 6.6 Nonaxisymmetric Loads, 161 Analytical Problems, 164 Computational Problems, 166 Chapter 7 Plates and Shells 171 7.1 Plate Displacements, Strains, and Stresses, 171 7.2 Finite Elements for Plates, 175 7.3 A Plate Application, 181 7.4 Shells and Shell Theory, 184 7.5 Finite Elements for Shells, 186 7.6 An Axisymmetric Shell Application, 190 7.7 A General Shell Application, 192 Analytical Problems, 196 Computational Problems, 198 Chapter 8 Thermal Analysis 205 8.1 Introduction. Some Basic Equations, 205 8.2 Finite Elements in Thermal Analysis, 208 8.3 Radiation and Other Nonlinearities, 211 8.4 Thermal Transients, 212 8.5 Modeling Considerations, 213 8.6 An Application, 215 Analytical Problems, 220 Computational Problems, 222 Chapter 9 Vibration and Dynamics 227 9.1 Introduction, 227 9.2 Basic Equations. Vibration, 227 9.3 Mass Matrices, 230 9.4 Undamped Free Vibration, 232 9.5 Damping, 234 9.6 Reduction, 235 9.7 Modal Equations, 237x Contents 9.8 Harmonic Response Analysis, 239 9.9 Dynamic Response Analysis, 241 9.10 Response Spectrum Analysis, 244 9.11 Remarks. Modeling Considerations, 246 9.12 An Application: Vibration and Harmonic Response, 258 9.13 An Application: Dynamic Response, 261 Analytical Problems, 265 Computational Problems, 268 Chapter 10 Nonlinearity in Stress Analysis 275 10.1 Introduction, 275 10.2 Solution Algorithms. Convergence Criteria, 277 10.3 Stress Stiffening, 280 10.4 Geometric Nonlinearity and Buckling, 283 10.5 Material Nonlinearity, 286 10.6 Problems of Gaps and Contact, 289 10.7 Remarks. Modeling Considerations, 292 10.8 Applications, 295 Analytical Problems, 299 Computational Problems, 301 References 309 Index 315
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