Modeling a Free Burnishing of a Powder Hollow Cylinder

Author:

Ryabicheva Lyudmila1,Dyadichev Valery V.2,Reshetnyak Denis V.1

Affiliation:

1. Volodymyr Dahl East Ukrainian National University

2. V.I. Vernadsky Crimean Federal University

Abstract

The paper presents the results of the computer modelling of the stressed state and relative density when burnishing a porous hollow cylinder, made from copper sintered powder material. The mathematical model, based on the theory of porous bodies’ plasticity, is used for the analysis. The paper researches the impact of the initial porosity of the material on the effective stresses distribution, relative density and force change when free burnishing of hollow cylinders. It is ascertained that with the decrease of the initial porosity of the sintered material there is the increase of the burnishing force, stresses rate and relative density on the inner sur-face of a hollow cylinder. For porous materials at a certain stage of burnishing, the deformation zone is transformed into the compaction zone with a high relative density which de-creases while moving away from the inner surface of hollow cylinders. The maximum value of the relative density is implemented directly on the inner surface of hollow cylinders; along with this the density value is evenly distributed on the inner wall.

Publisher

Trans Tech Publications, Ltd.

Subject

Condensed Matter Physics,General Materials Science,Radiation

Reference24 articles.

1. A. Vorontsov, Stress state of a hollow cylindrical workpiece during mandrel drilling, Messenger of Mechanical Engineering. 2 (2007) 72-77.

2. A. Isaev, A.R. Lebedev, S.V. Vlaskin, Analytical research of stress and deformations in processes of elasto-plastic draft of the high thin-walled cylinders processed by a burnishing, The Strengthening Technologies and Coverings. 13(4) (2017) 155-159.

3. O. Reut, L. Boginski, E. Petushik, Dry Isostatic Pressing of the Condensed Materials, Debor, Minsk, (1998).

4. L. Kachanov, Bases of the Theory of Plasticity, Sience, Moscow, (1969).

5. O. Rozenberg, Mechanics of Interaction of the Tool at the Deforming Drawing, Naukova Dymka, Kiev, (1981).

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