图书简介

I Vectors and Tensors; 1 Vectors and tensors: Algebra; 2 Vectors and tensors: Analysis; II Kinematics; 3 Kinematics; III Balance Laws; 4 Balance laws for mass, forces, and moments; 5 Balance of energy and entropy imbalance; 6 Balance laws for small deformations; IV Linear Elasticity; 7 Constitutive equations for linear elasticity; 8 Linear elastostatics; 9 Solutions for some classical problems in linear elastostatics; V Variational Formulations; 10 Variational formulation of boundary value problems; 11 Introduction to the finite element method; 12 Minimum principles; VI Elastodynamics, Sinusoidal Progressive Waves; 13 Elastodynamics, Sinusoidal progressive waves; VII Coupled Theories; 14 Linear thermoelasticity; 15 Chemoelasticity; 16 Linear poroelasticity; 17 Chemoelasticity theory for energy storage materials; 18 Linear piezoelectricity; VIII Limits to Elastic Response, Yielding and Plasticity; 19 Limits to elastic response. Yielding and failure; 20 One-dimensional plasticity; 21 Three-dimensional plasticity with isotropic hardening; 22 Plasticity with kinematic and isotropic hardening; 23 Postulate of maximum dissipation; 24 Some classical problems in rate-independent plasticity; 25 Rigid-perfectly-plastic materials. Two extremum principles; IX Fracture and Fatigue; 26 Linear elastic fracture mechanics; 27 Energy-based approach to fracture; 28 Fatigue; X Linear Viscoelasticity; 29 Linear viscoelasticity; XI Finite Elasticity; 30 Finite elasticity; 31 Finite elasticity of elastomeric materials; XII Appendices; A Cylindrical and Spherical coordinate systems; B Stress intensity factors for some crack configurations

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