Homogenization Techniques for Composite Media: Lectures Delivered at the CISM International Center for Mechanical Sciences, Udine, Italy, July 1-5, 1985Enrique Sanchez-Palencia, Andre Zaoui |
Contents
NON HOMOGENEOUS PLATE THEORY AND CONDUCTION IN FIBERED COMPOSITES | 1 |
Chapter | 2 |
Models of Plates | 14 |
Copyright | |
28 other sections not shown
Common terms and phrases
aijkh anisotropic asymptotic analysis asymptotic expansion average behaviour boundary conditions boundary layer Caillerie coercivity relation composite materials compute consider constant Darcy's law defined deformation denote depend dimensionnal displacement divy domain elastic equations fibers fluid function grad Hilbert space homogenized coefficients ijkh integral isotropic Lax-Milgram theorem Lévy limit linear locally periodic loge Love-Kirchoff plate macroscopic matrix medium microstructure moduli Neumann Neumann boundary condition obtained parameter perturbation phom plastic Poincaré inequality porous problem Proposition proved residual stresses resp respect Sanchez-Palencia satisfy self-consistent singularities solid solution stress field symmetry tensor term theorem vanishes variable variational formulation vector Y-periodic yields αβ αβγδ ΘΩ д х ду Уз