Far Eastern Mathematical Journal

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Mathematical simulation of process of deformation of materials

A. I. Chromov, K. A. Zhigalkin

2002, issue 1, P. 93–101

Abstract

The approach to exposition of fracture from the point of view of a body is offered. The similar approach enables to connect the basic performances obtained at trials is model on monoaxial deformation with invariant performances of a tensor of strains.

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References

[1] E. Onat, W. Prager, J. Appl. Phys., 4 (1954), 491–493. [2] A. I. Xromov, Razrushenie zhestkoplasticheskix tel, Dal'nauka, Vladivostok, 1996, 181 s. [3] A. I. Xromov, “Lokalizaciya plasticheskix deformacij i razrushenie ideal'nyx zhestkoplasticheskix tel”, DAN, 362:2 (1998), 202–205. [4] Ya. B. Fridman, Mexanicheskie svojstva metallov, t. 2, Mashinostroenie, M., 1974, 368 s. [5] O. V. Kozlova, “Deformaciya i razrushenie ideal'nogo zhestkoplasticheskogo cilindra”, Prikladnye zadachi mexaniki deformiruemogo tverdogo tela i progressivnye texnologii v mashinostroenii, 2, Dal'nauka, Vladivostok, 2001, 17–22. [6] A. Nadai, Plastichnost' i razrushenie tverdyx tel, IL, 1954.

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