Description

Book Synopsis
Rapidly varying material and geometrical characteristics of composite materials and structures do not allow the direct study of their mechanical behavior even with the use of modern computers. This book is devoted to the mechanical design and optimization problems of composite structures, based on the previously developed asymptotic homogenization models and on the newly elaborated rigorous mathematical methods. It describes how to construct mathematically rigorous mechanical models to determine strength, stiffness, and weight minimization requirements, all important factors of design and optimization.

Table of Contents
ANALYSIS OF COMPOSITE MATERIALS AND STRUCTURAL MEMBERS OF A PERIODIC STRUCTURE.

Asymptotic Methods in the Mechanics of Composites.

Analysis of the Effective Properties of Highly Porous Composite Materials and Structures.

Homogenization Models for Thin-Walled Composite Structural Members.

Effective Properties of Thin-Walled Composite Structural Members.

Strength Criteria for Composite Materials.

DESIGN OF COMPOSITE MATERIALS AND STRUCTURAL MEMBERS.

Design of Laminated Composites with Given Effective Characteristics.

Design of High-Stiffness, Fibre-Reinforced Composites.

Design of Composite Structural Members with Given Effective Characteristics.

Smart Composite Structures.

Appendices.

References.

Index.

Analysis Design and Optimization of Composite

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A Hardback by Alexander L. Kalamkarov, Alexander G. Kolpakov

15 in stock


    View other formats and editions of Analysis Design and Optimization of Composite by Alexander L. Kalamkarov

    Publisher: John Wiley & Sons Inc
    Publication Date: 15/04/1997
    ISBN13: 9780471971894, 978-0471971894
    ISBN10: 0471971898

    Description

    Book Synopsis
    Rapidly varying material and geometrical characteristics of composite materials and structures do not allow the direct study of their mechanical behavior even with the use of modern computers. This book is devoted to the mechanical design and optimization problems of composite structures, based on the previously developed asymptotic homogenization models and on the newly elaborated rigorous mathematical methods. It describes how to construct mathematically rigorous mechanical models to determine strength, stiffness, and weight minimization requirements, all important factors of design and optimization.

    Table of Contents
    ANALYSIS OF COMPOSITE MATERIALS AND STRUCTURAL MEMBERS OF A PERIODIC STRUCTURE.

    Asymptotic Methods in the Mechanics of Composites.

    Analysis of the Effective Properties of Highly Porous Composite Materials and Structures.

    Homogenization Models for Thin-Walled Composite Structural Members.

    Effective Properties of Thin-Walled Composite Structural Members.

    Strength Criteria for Composite Materials.

    DESIGN OF COMPOSITE MATERIALS AND STRUCTURAL MEMBERS.

    Design of Laminated Composites with Given Effective Characteristics.

    Design of High-Stiffness, Fibre-Reinforced Composites.

    Design of Composite Structural Members with Given Effective Characteristics.

    Smart Composite Structures.

    Appendices.

    References.

    Index.

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