Plane stress state in the conditions of nonlinear unsteady creeping |
A. A. Burenin, V. M. Yarushina |
2002, issue 1, P. 64–78 |
Abstract |
The properties of a plane stress state equations of a nonlinear unsteady creeping, obtained on a basis of piecewise linear potentials of strains usages are stated. The solution of a problem of a creeping and stress relaxation in infinite plate with an originally round aperture is given. |
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References |
[1] Yu. N. Rabotnov, Polzuchest' e'lementov konstrukcij, Nauka, M., 1996, 752 s. [2] D. D. Ivlev, “K postroeniyu teorii uprugosti”, DAN SSSR, 138:6 (1961), 1321–1324. [3] D. D. Ivlev, “K postroeniyu gidrodinamiki vyazkoj zhidkosti”, DAN SSSR, 135:2 (1960), 280–282. [4] G. I. Bykovcev, N. G. Bykovceva, “Kusochno-linejnye potencialy v nelinejnoj mexanike”, DAN, 335:3 (1994), 310–312. [5] G. I. Bykovcev, V. M. Yarushina, “Ob osobennostyax modeli neustanovivshejsya polzuchesti, osnovannoj na ispol'zovanii kusochno-linejnyx potencialov”, Problemy mexaniki sploshnyx sred i e'lementov konstrukcij, sbornik nauchnyx trudov (k 60-letiyu so dnya rozhdeniya prof. G. I. Bykovceva), Dal'nauka, Vladivostok, 1998, 9–26. [6] V. V. Sokolovskij, Teoriya plastichnosti, Vyssh. shk., M., 1969, 608 s. [7] G. I. Bykovcev, D. D. Ivlev, Teoriya plastichnosti, Dal'nauka, Vladivostok, 1998, 528 s. |