图书简介
This collection of cutting-edge papers, written by leading authors in honor of Professor Jacob Aboudi, covers a wide spectrum of topics in the field, presents both theoretical and experimental approaches, and suggests directions for possible future research.
Aboudi?s Micromechanics Theories Applied to Multiscale Analysis of Composites.- The Effect of Inclusions on Phase Transformations in Dynamically Driven Plates.- Fitting an Anisotropic Yield Surface Using the Generalized Method of Cells.- A Multiscale Progressive Damage and Failure Modeling Approach For Laminated Fiber Reinforced Composites.- A Comparison of Micromechanical Models for the Homogenization of Microheterogeneous Elastic Composites.- A Multi-scale Formulation for Smart Composites with Field Coupling Effects.- Computational Homogenization of Polymeric Nanofiber Scaffolds and Biological Cells.- A Computational Multiscale Investigation of Failure in Viscoelastic Solids.- Variational Asymptotic Method for Unit Cell Homogenization.- A Computational Framework for Multiscale Analysis of Laminated Composite Plates.- In Situ Characterization and Modeling of Strains near Embedded Electronic Components During Processing and Break-in for Multifunctional Polymer Structures.- Multiscale Hybrid Nano/Microcomposites?Processing, Characterization, and Analysis.- Experimental Yield Surface Determination for Metal Matrix Composites.- Compressive Response of Dentin Micro-Pillars.- Diffusion Linked Solidification Model of Axisymmetric Growth of Gold Nanorods.- Probabilistic Strength of Carbon Nanotube Yarns.- Flaw Identification in Structures via Computationally Assisted NDT.- Some Analytic Solutions for Plane Strain Deformations of Compressible Isotropic Nonlinearly Elastic Materials.- An Equation Both More Consistent and Simpler Than the Bresse-Timoshenko Equation.- A Robust and Consistent First-Order Zigzag Theory for Multilayered Beams.- Anisotropic Elastic Beams With Axially Distributed Loads.- Consistent Loading in Structural Reduction Procedures for Thin Plate Models.- Modelling Generalized Plane Problems with Cylindrical Anisotropy.
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