Abstract
The ‘semi-indirect’ method of Saint Venant is applied to determine directly (i.e. without explicit reference to strains) distributions of stress in complete solids of revolution (e.g. twisted shafts of non-uniform diameter, axially symmetrical systems such as pressure vessels) and in incomplete tores (e.g. helical springs of small pitch, beams of large curvature, and hooks). The paper is intended as a prelude to approximate but general treatment by relaxation methods; consequently only simple examples are considered, but a comparison is made with earlier solutions less suited to a ‘relaxation’ approach.
Reference11 articles.
1. Eoppl A. 1905
2. Gohner O. 1930-1.
3. S.B. b a y e r .Akad. Wiss. 35 249 504. Ingen.Arch. 1 619 and 2 1 381.
4. Golovin H. 1881 Trans. Inst. Tech. St Petersburg. (Cited by Timoshenko 1934 p. 60.)
5. VI.On the concentration of stress in the neighbourhood of a small spherical flaw; and on the propagation of fatigue fractures in “Statistically Isotropic” materials
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