| Article |
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| Article name |
Model of Quasi-static and Dynamic Deformation of Elastomers |
| Authors |
Voronin M.S. Postgraduate student of the Laboratory of High Velocity Processes, mihause@academ.orgMerzhievsky , () L.A. Doctor of Physics and Mathematics, Professor of the Laboratory of High Velocity Processes, merzh@hydro.nsc.ru |
| Bibliographic description |
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| Section |
Scientific Research |
| UDK |
УДК 539.3 |
| DOI |
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| Article type |
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| Annotation |
We construct a model of dynamic deformation of elastomers, based on Maxwell’s views
on the mechanisms of irreversible deformation. The equation of the state for the not spherical
strain tensor and the dependence of relaxation time of shear stresses on the parameters
characterizing the state of the environment is derived. In the framework of the formulated
model some problems of quasi-static and shock-wave deformation of rubber is solved.
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| Key words |
dynamic deformation, elastomers, equation of state, the strain tensor, shock-
wave processes. |
| Article information |
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| References |
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| Full article | Model of Quasi-static and Dynamic Deformation of Elastomers |
