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1 INTRODUCTION
2 TENSOR ANALYSIS
3 STRESS TENSOR
4 ANALYSIS OF STRAIN
5 CONSERVATION LAWS
6 ELASTIC AND PLASTIC BEHAVIOR OF MATERIALS
7 LINEARIZED THEORY OF ELASTICITY
8 SOLUTION OF PROBLEMS IN LINEARIZED THEORY OF ELASTICITY BY POTENTIALS
9 TWO-DIMENSIONAL PROBLEMS IN LINEARIZED THEORY OF ELASTICITY
10 VARIATIONAL CALCULUS ENERGY THEOREMS SAINT_VENANTS PRINCIPLE
11 HAMILTONS PRINCIPLE, WAVE PROPAGATION, APPLICATIONS OF GENERALIZED COORDINATES
12 THERMODYNAMICS AND THERMOELASTICITY
13 LARGE DFFORMATION
14 VISCOELASTICITY AND THERMOVISCOELASTICITY
15 THERMODYNAMICS WITH INTERNAL STATE VARIABLES AND THERMO-ELASTO-VISCOPLASTICITY
16 ELECTRO-THERMO-VISCOELASTICITY/VISCOPLASTICITY
17 INCREMENTAL APPROACH TO SOLVING SOME NONLINEAR PROBLEMS
18 FINITE ELEMENT METFODS
19 MIXED AND HYBRID FORMULATIONS
20 FINITE ELEMENT METHODS FOR PLATES AND SHELLS
21 FINITE ELEMENT MODELING OF NONLINEAR ELASTICITY VISCOELASTICITY PLASTICITY
VISCOPLASTICITY, AND CREEP
22 MESHLESS LOCAL PETROV_GALERKIN AND ESHELBY-ATLURI METHODS
BIBLIOGRAPHY
AUTHER INDEX
SUBJECT INDEX
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