Describing the creep of metals with a structural model

Author:

Zarubin V. S.,Kadashevich Yu. I.,Kuz'min M. A.

Publisher

Springer Science and Business Media LLC

Subject

Mechanical Engineering,Mechanics of Materials,Mechanics of Materials,Computational Mechanics

Reference17 articles.

1. I. Besseling, ?Theory of elastoplastic deformation and creep deformation of an initially isotropic material exhibiting an anisotropy of strain hardening, an aftereffect, and a secondary creep,? in: Mekhanika [Periodic Collection of Translations of Foreign Articles], No. 5 (57) (1959), pp. 102?119.

2. I. Besseling, ?Theory of plastic flow of an initially isotropic material anisotropically hardening under plastic strain,? in: Mekhanika [Periodic Collection of Translations of Foreign Articles], No. 2 (66) (1961), pp. 124?168.

3. V. S. Zarubin, ?Models of anisothermal plasticity and creep,? in: Proceedings of the All-Union Symoosium on Low-Cycle Fatigue at High Temperatures [in Russian], No. 1, Izd. Chelyabinsk. Politekh. inst., Chelyabinsk (1974), pp. 58?78.

4. V. S. Zarubin and M. A. Kuz'min, ?Theoretical model of anisothermal plastic deformation of structural materials,? Izv. Vyssh. Uchebn. Zaved., Mashinostr., No. 8, 31?35 (1967).

5. V. S. Zarubin and A. A. Polyakov, ?Model of anisothermal plastic deformation of a polycrystalline material,? in: Thermal Stresses in Structural Elements [in Russian], No. 9 (1970), pp. 253?266.

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1. Метод решения краевой задачи ползучести и длительной прочности балки в условиях чистого изгиба на основе структурной модели стержневого типа;Вестник Самарского государственного технического университета. Серия «Физико-математические науки»;2012

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