Hardplastic inclusion in elastic medium
DOI:
https://doi.org/10.7242/1999-6691/2008.1.2.20Keywords:
Abstract
The plane problems of determination of the stress-strain state of an isotropic elastic domain with a hardplastic inclusion are considered. It is shown that the stress field and the plastic zone are defined in a unique fashion. As an example, we consider a plane with an elliptic inclusion whose stress-strain state is uniform.
Downloads
References
Цвелодуб И.Ю. Физически нелинейное включение в линейно-упругой среде (плоская задача) // Изв. РАН. МТТ. - 2000. - № 5. - С. 72-84.
Мусхелишвили Н.И. Некоторые основные задачи математической теории упругости. - М.: Наука, 1966. - 707с.
Цвелодуб И.Ю. Обратная упругопластическая задача // Изв. РАН. МТТ. - 1998. - № 1. - С. 35-43.
###
Cvelodub I.U. Fiziceski nelinejnoe vklucenie v linejno-uprugoj srede (ploskaa zadaca) // Izv. RAN. MTT. - 2000. - No 5. - S. 72-84.
Mushelisvili N.I. Nekotorye osnovnye zadaci matematiceskoj teorii uprugosti. - M.: Nauka, 1966. - 707s.
Cvelodub I.U. Obratnaa uprugoplasticeskaa zadaca // Izv. RAN. MTT. - 1998. - No 1. - S. 35-43.
Downloads
Published
Issue
Section
License
Copyright (c) 2008 Computational Continuum Mechanics

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.