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Vol 23
Pages:
213-221
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RUS
Research article
Articles

Stress distribution in rotating prismatic rods

Authors:
A. F. Zakharevich
Date submitted:
1948-07-22
Date accepted:
1948-09-01
Date published:
1949-11-04

Abstract

In this paper, we solve the problem of stress distribution in a rod rotating about an axis lying in the plane of the cross-section. We show that in this case the problem is reduced to two completely independent problems. The first of these problems does not depend on the shape of the cross-section contour and can be solved once. The second problem depends significantly on the shape of the contour and coincides with a flat strain state, with the conditions at the ends being satisfied in the sense of Saint-Venant. In particular, we consider the cases of rotation of a hollow round shaft and a rod of elliptical cross-section.

Keywords:
stress-strain state
Go to volume 23

References

  1. Almапsi. Е. Sopra la deformazione dei cilindre Sollecitati lateralmente. Attldella Reale Accadetnia Zincei. Anno CCXCVUI, 1901, vol X.
  2. Ляв А. Математическая теория упругости, ОНТИ, 1935.
  3. Папкович П. Ф. Теория упругости, ГИОП, 1939.

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