Inverse Problems in Mechanics of Materials: An IntroductionCRC-Press, 23 juin 1994 - 204 pages Inverse Problems in the Mechanics of Materials concentrates on two timely subjects: Ill-posed inverse problems related to defect identification; and the mechanics of homogeneous and heterogeneous media, including such topics as cracked bodies, solids with interfaces or inclusions, and materials rendered inhomogeneous by irreversible deformation due to their thermomechanical history. These intriguing subjects are not found together in previous publications. Written in a unique, easy-to-read format, Inverse Problems in the Mechanics of Materials provides quick access to current information. It includes up-to-date references and many recent results, particularly in such classical subjects as elasticity, plasticity, and fracture mechanics. The reader discovers numerous recipes for solving inverse problems, and reviews of available methods provide applications to real-life problems in industry. |
Table des matières
ELASTICITY AND PLASTICITY | 1 |
Chapter | 7 |
II | 15 |
Droits d'auteur | |
17 autres sections non affichées
Expressions et termes fréquents
Acad adjoint field analysis approximation asymptotic auxiliary fields bilinear form boundary conditions characteristic function Clamart components computation conservation law consider constitutive equations convex crack length crack propagation crack tip cracked solid defect defined deformation density derivative of energy determination diffracted diffracted field displacement field dissipation domain dynamic fracture Ehrlacher eigenvalue Elasto-dynamics elasto-plastic energy release rate experimental data finite element method formula Fracture Mechanics frequency given gradient homogeneous identification ill-posed problems inclusion integral equation inverse problems J-integral kinematic Lagrangian linear load materials mathematical matrix Méca Mech milieux continus mode Nguyen nonlinear numerical obtain Optimal Control P-wave parameter Paris perturbation physical plane plastic strain pre-stress process zone Radon transform reconstruction residual stresses singular solution solving source terms static Stress Intensity Factors stress tensor surface theorem theory Thermo-elasticity tomography vanishes variables variation vector vibrations wave Wkin