Finite Element Analysis of Composite Materials Using ANSYS® - Barbero, Ever J.

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Résumé :
This is the only finite element analysis book on the market using ANSYS? to analyze composite materials. Combining theory of advanced mechanics of composites with implementation, the text covers major aspects of advanced analysis, including three-dimensional effects, viscoelasticity, edge effects, elastic instability, damage, and delamination. This second edition of a bestseller has been completely revised to incorporate advances in the state of the art in such areas as modeling of damage in composites. In addition, all 50+ examples have been updated for the newest ANSYS version....

Biographie:
Ever J. Barbero holds a BSME-BSEE from Universidad Nacional de Rio Cuarto, Argentina and a Ph.D from Virginia Polytechnic Institute and State University, Blacksburg, USA. He is ASME and SAMPE fellow, a professor at West Virginia University, Morgantown, USA, and honorary professor at Universidad Nacional de Trujillo, Peru. Holder of two US patents, author of over 100 peer-reviewed publications, and recipient of numerous teaching and research awards, he is recognized internationally for his work on material models for composite materials.

Sommaire:
Mechanics of Orthotropic Materials Material Coordinate System Displacements Strain Stress Contracted Notation Equilibrium and Virtual Work Boundary Conditions Continuity Conditions Compatibility Coordinate Transformations Transformation of Constitutive Equations 3D Constitutive Equations Engineering Constants From 3D to Plane Stress Equations Apparent Laminate Properties Suggested Problems References Introduction to Finite Element Analysis Basic FEM Procedure General FEM Procedure FE Analysis with CAE Systems Suggested Problems References Elasticity and Strength of Laminates Kinematics of Shells FE Analysis of Laminates Failure Criteria Suggested Problems References Buckling Bifurcation Methods Continuation Methods Suggested Problems References Free Edge Stresses Poisson's Mismatch Coefficient of Mutual Influence Suggested Problems References Computational Micromechanics Analytical Homogenization Numerical Homogenization Local-Global Analysis Laminated RVE Suggested Problems References Viscoelasticity Viscoelastic Models Boltzmann Superposition Correspondence Principle Frequency Domain Spectrum Representation Micromechanics of Viscoelastic Composites Macro-Mechanics of Viscoelastic Composites FEA of Viscoelastic Composites Suggested Problems References Continuum Damage Mechanics One-Dimensional Damage Mechanics Multi-Dimensional Damage and Effective Spaces Thermodynamics Formulation Kinetic Law in Three-Dimensional Space Damage and Plasticity Suggested Problems References Discrete Damage Mechanics Theoretical Formulation Numerical Implementation Model Identification Laminate Damage References Bibliography Delaminations Two-Dimensional Delamination Delamination in Composite Plates Suggested Problems References Appendices ANSYS BMI3 References Index