Mathematical Methods And Models In Composites

Mathematical Methods And Models In Composites

by Vladislav Mantic (Editor)

Hardcover

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Product Details

ISBN-13: 9781848167841
Publisher: Imperial College Press
Publication date: 12/24/2013
Series: Computational And Experimental Methods In Structures Series , #5
Pages: 520
Product dimensions: 6.10(w) x 9.10(h) x 1.10(d)

Table of Contents

Preface v

Contributors ix

1 Asymptotic Homogenization Method and Micromechanical Models for Composite Materials and Thin-Walled Composite Structures Alexander L. Kalamkarov 1

2 Scaling and Homogenization in Spatially Random Composites Martin Ostoja-Starzewski Shivakumar I. Ranganathan 61

3 Stroh-Like Formalism for General Thin Laminated Plates and its Applications Chyanbin Hwu 103

4 Classical, Refined, Zig-Zag and Layer-Wise Models for Laminated Structures Erasmo Carrera Maria Cinefra 135

5 Bifurcation of Elastic Multilayers Davide Bigoni Massimiliano Gei Sara Roccabianca 173

6 Propagation of Rayleigh Waves in Anisotropic Media and an Inverse Problem in the Characterization of Initial Stress Kazumi Tanuma Chi-Sing Man 209

7 Advanced Model Order Reduction for Simulating Composite-Forming Processes Francisco Chinesta Adrien Leygue Arnaud Poitou 247

8 Modeling Fracture and Complex Crack Networks in Laminated Composites Carlos G. Dávila Cheryl A. Rose Endel V. Iarve 297

9 Delamination and Adhesive Contact Models and their Mathematical Analysis and Numerical Treatment Tomáš Roubícek Martin Kruzík Jan Zeman 349

10 Crack Nucleation at Stress Concentration Points in Composite Materials - Application to Crack Deflection by an Interface Dominique Leguillon Eric Martin 401

11 Singular Elastic Solutions in Anisotropic Multimaterial Corners. Applications to Composites Vladislav Mantic Alberto Barroso Federico París 425

Index 497

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