Continuum Models of Discrete Systems 4: Proceedings of the Fourth International Conference on Continuum Models of Discrete Systems, Stockholm, Sweden, June 29-July 3, 1981Olof Brulin, Richard Kin Tchang Hsieh |
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Contents
Thermomechanical instabilities of low temperature plastic flow | 13 |
Synergetics A study of complex systems at points of critical behavior | 21 |
Plasticity of polycrystalsunusual thermostatic behaviour induced | 27 |
Copyright | |
44 other sections not shown
Common terms and phrases
applied approximation assumed atoms average blood body boundary calculated cell charge composite computations concentration conductivity configuration consider constant continuum corresponding crystal defects defined deformation denotes density dependence derived described determined direction Discrete dislocation displacement distribution effective elastic elements energy equations equilibrium expression field Figure flow fluid forces function given gives heat homogeneous increases integral interaction introduced lattice layers length linear magnetic material matrix mean Mechanics method motion observed obtained operators parameters particles phase Phys physical plastic positive possible potential present principle problem processes propagation properties REFERENCES region relation relative respectively shear shown shows simple solid solution space sphere strain stress structure surface suspension symmetry temperature tensor theory tion University values variational vector viscosity volume wall wave yield