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Title of Article

THE GENERALIZATION OF ILYUSHIN'S THEORY OF ELASTOPLASTIC PROCESSES FOR FINITE DEFORMATIONS


Issue
4
Date
2011

Article type
scientific article
UDC
 
Pages
1642-1644
Keywords
 


Authors
Muravlev A.V.
Moskovskiy gosuniversitet im. M.V. Lomonosova


Abstract
The variant of generalization of Ilyushin's theory of elastoplastic processes on the case of finite deformations of thermo- visco-plastic material, based on using two different tensors of finite deformations at construction of functionals of plasticity, is presented. The functional of scalar properties depends on Hencky holonomic tensor of logarithmic deformations, functionals of vectorial properties - from a nonholonomic tensor of finite deformations, induced by neutral objective corotation derivative.

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