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IssuesArchive of Issues2023-3pp.727-747

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V.Yu. Marina, "Regularities of Changing the Limiting Values of Stress and Strain Invariants in Microinhomogeneous Media," Mech. Solids. 58 (3), 727-747 (2023)
Year 2023 Volume 58 Number 3 Pages 727-747
DOI 10.3103/S0025654423700085
Title Regularities of Changing the Limiting Values of Stress and Strain Invariants in Microinhomogeneous Media
Author(s) V.Yu. Marina (Technical University of Moldova, Chisinau, MD-2004 Republic of Moldova, vasilemarina21@yahoo.com)
Abstract By using nonlinear equations of constraints between macro- and micro-states, the regularities of changes in the limiting values of stress and strain invariants in microinhomogeneous media are studied. It is shown that the extreme relative moduli of stress tensor deviators in polycrystals with a cubic lattice are invariant with respect to external conditions of reversible force and depend only on the crystal anisotropy factor. In the irreversible region of deformation, analytical relations are obtained for bulk and tensile normal stresses. The effect of cyclic change in bulk and tensile stresses in some subelements under external monotonic loading has been established. It is shown that, on the basis of nonlinear equations of constraints, a complex pattern of material failure can be described using the theory of maximum normal stresses at the local level.
Keywords structure, stress, deformation, fracture, hardening, energy, microinhomogeneity, state, subelement
Received 22 February 2022Revised 19 July 2022Accepted 25 July 2022
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