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The Elastic Stress Concentration Factors in Shouldered Shafts

Part III: Shafts Subjected to Axial Load

Published online by Cambridge University Press:  07 June 2016

I. M. Allison*
Affiliation:
Department of Civil and Municipal Engineering, University College London
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Extract

The description of a photoelastic investigation, initiated by the Structures Committee of the Royal Aeronautical Society, into the elastic stress concentration factors associated with shouldered shafts subjected to various simple forms of loading is completed in this part of the paper. A general description of the manufacture of the models, the photoelastic techniques employed to evaluate the s.c.f. and the results of the tests on shouldered shafts subjected to torsion and to bending have been given in the previous two parts.

The present paper includes the results of the tests on shafts subjected to axial load, together with details of a supplementary investigation into the limiting value of the s.c.f., for a particular shoulder radius, as the depth of the shoulder is increased to infinity. A summary of the general conclusions for all forms of loading is given at the end of the paper.

Type
Research Article
Copyright
Copyright © Royal Aeronautical Society. 1962

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References

1. Allison, I. M. The Elastic Stress Concentration Factors in Shouldered Shafts. Part I: Shafts Subjected to Torsion. Aeronautical Quarterly, Vol. XII, p. 189, May 1961.Google Scholar
2. Allison, I. M. The Elastic Stress Concentration Factors in Shouldered Shafts. Part II: Shafts Subjected to Bending. Aeronautical Quarterly, Vol. XII, p. 219, August 1961.CrossRefGoogle Scholar
3. Frocht, M. M. Stress Concentrations in Shafts with Transverse Circular Holes in Tension. Journal of Applied Mechanics, Vol. 58, p. A15, 1936.Google Scholar
4. Peterson, R. E. Stress Concentration Design Factors. John Wiley, New York, 1953.Google Scholar
5. Frocht, M. M. Factors of Stress Concentration Photoelastically Determined. Transac tions of the American Society of Mechanical Engineers, Vol. 57, p. A67, 1935.Google Scholar
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8. Biezeno, C. B. and Grammel, R. Engineering Dynamics, Vol. 2, Part I, p. 91. Blackie, London, 1956.Google Scholar