Abstract
The stressed state of chemically active polymeric systems under the conditions of shear, elongation, and oscillating deformations has been investigated. From the viewpoint of locally nonequilibrium thermodynamics and statistical physics for systems with a complex internal structure, the moment characteristics of the locally nonequilibrium transfer process and the related components of their stress tensor deviator have been established. The influence of deformation conditions on the amount and character of the change in the stressed state of chemically active polymeric systems has been analyzed.
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