Initial Penetration of an Elastic Axially Symmetric Indenter into a Rigid-Perfectly-Plastic Half-Space
Abstract
This paper is concerned with the axially symmetric plastic flow of a rigid perfectly-plastic nonhardening halfspace. The initial penetration of the elastic indenter is studied based on Haar and von Karman hypothesis. The analytical distribution of contact stress and the approximate penetration depth of the indenter are obtained.
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Published
2019-08-03
How to Cite
Kravchuk, A. (2019) “Initial Penetration of an Elastic Axially Symmetric Indenter into a Rigid-Perfectly-Plastic Half-Space”, Technische Mechanik - European Journal of Engineering Mechanics, 25(2), pp. 81–89. Available at: https://journals.ub.ovgu.de/index.php/techmech/article/view/893 (Accessed: 5 November 2024).
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