1st Edition
Continuum Models of Discrete Systems Proceedings of the fifth international symposium, Nottingham, 14-20 July 1985
Edited By A.J.M. Spencer
Copyright 1987
248 Pages
by
CRC Press
Proceedings of the fifth international symposium, with the main topic of Continuum Models of Discrete Systems held in Nottingham, between the 14-20 July 1985.
Preface; Elastic behaviour of textured aggregates of cubic crystals; Simulation of crystal defects by finite element techniques; Continuum description of mechanical behaviour for materials with heterogeneous oriented structure; On the patterning of microstructures and deformation; Fractals; The balance equations of continuum mechanics from a corpuscular viewpoint; Existence of non-negative entropy production; On the continuum mechanics of crystal slip; Coexistent austenitic and martensitic phases in elastic crystals; The stability of plastic flow in crystals; Crystals as ordered media; Some problems associated with some current non-local theories of elasticity; Asymmetric swirling flows and related problems in non-linear elasticity; A virial stochastic solution for a random suspension of spheres; Hydrostatics of rigid magnetic suspensions; The maximum entropy principle and the moment truncation procedure; Solitons in microstructured elastic media: Physical and mechanical aspects; A continuum model for polyelectrolytes in solution; Nonlinear diffusion and Schrodinger equation; Jump conditions in magnetodiffusion in solids; Latent microstructure; Graph-theoretical approach to the mechanics of granular materials; T matrices for elastodynamic scattering by circular discs; Incompatibility tensors and compatibility equations in orthogonal curvilinear coordinates; Environmentally induced damage in composites; Possibilities and limits of Nayfeh’s equations for heat conduction in laminated composites; Bounds for the effective properties of a nonlinear lossy composite; Dual estimates of overall instantaneous properties of elastic-plastic composites; Random structure analysis and modelling by mathematical morphology; Direct continuum model of a solid (Abstract); A gauge fields approach to classical and continuum mechanics (Abstract); Streaming motions in a bed of vibrationally-fluidized dry granular material (Abstract); List of participants.
Biography
A.J.M. Spencer, Department of Theoretical Mechanics, University of Nottingham.






