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Materials - Mechanics | Multiscale Modeling in Continuum Mechanics and Structured Deformations

Multiscale Modeling in Continuum Mechanics and Structured Deformations

Del Piero, Gianpetro, Owen, David R. (Eds.)

2004, VII, 275 p.

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  • About this book

The purpose of the book is to present some recent progress in two active and related areas of continuum mechanics: fracture mechanics and structured deformations. The book may be divided into two parts. The first part deals with the theory of structured deformations, a basic concept that can be used to describe smooth and nonsmooth geometrical changes at different length scales, including, for example, both slip and microslip and, of particular interest in the second part of this course, both macroscopic fracture and microfracture. The work presents an updated account of the state-of-the-art in the subject.

Content Level » Research

Keywords » Continuum Mechanics - Hydraulic Engineering - Mechanics - Mechanics of Materials - Numerical and Computational Methods

Related subjects » Analysis - Civil Engineering - Classical Continuum Physics - Computational Intelligence and Complexity - Mechanics - Theoretical, Mathematical & Computational Physics

Table of contents 

Energy Minimization for Isotropic Nonlinear Elastic Bodies (M. Šilhavý).- Variational Problems of Crack Equilibrium and Crack Propagation (K.C. Le).- Griffith Theory Revisited (J.-J. Marigo).- Foundations of the Theory of Structured Deformations (G. Del Piero).- Second-Order Structured Deformations: Approximation Theorems (R. Paroni).- Crystalline Plasticity and Structured Deformations (L. Deseri).- Elasticity with Disarrangements (D.R. Owen).

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