Overview

Walter Noll's leadership was central to recent progress in setting the mathematical foundations of continuum physics. In this volume his life and contributions are revisited in an extensive essay that includes a complete list of his research contributions, and the conceptual tools that he provided are put in evidence in original articles pointing to the continuing vitality of his legacy. The volume will appeal to readers with an interest in the many-faceted role that mathematics can play in the advancement of continuum theories of material behavior. This is a reprint of the Journal of Elasticity, Volume 135, Numbers 1-2, April 2019

Full Product Details

Author:   Roger Fosdick ,  David Owen ,  Paolo Podio-Guidugli
Publisher:   Springer
Imprint:   Springer
Edition:   1st ed. 2020
Weight:   0.974kg
ISBN:  

9789402417173

ISBN 10:   9402417176
Pages:   542
Publication Date:   26 September 2020
Audience:   Professional and scholarly ,  Professional & Vocational
Format:   Paperback
Publisher's Status:   Active
Availability:   Manufactured on demand  
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Table of Contents

Foreword.- Scientific Life and Works of Walter Noll.- Rotationally Symmetric Motions and Their Blowup for Incompressible Nonlinearly Elastic and Viscoelastic Annuli.- Interactions in a Multi-scale Representation of Sparse Media: From Mechanics to Thermodynamics.- “Reality” and Representation in Mechanics: The Legacy of Walter Noll.- Elasticity with Hierarchical Disarrangements: A Field Theory That Admits Slips and Separations at Multiple Submacroscopic Levels.- Continuum Mechanics as a Computable Coarse-Grained Picture of Molecular Dynamics.- Material Geometry.- A Causality Setting for Elasticity Theory.- The Symmetries of Octupolar Tensors.- Explicit Relaxation of a Two-Well Hadamard Energy.- The State of Stress and Strain Adjacent to Notches in a New Class of Nonlinear Elastic Bodies.- A Personal Appreciation of Walter Noll.- Macroscopic and Microscopic Behavior of Narrow Elastic Ribbons.- On the Mechanical Modeling of Matter, Molecular and Continuum.- Hyper-stresses in k-Jet Field Theories.- Multi-Component Multiphase Flow Through a Poroelastic Medium.- Solvent-Vapor Induced Spherulitic Growth in Multicomponent Elastic Films.

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