Abstract
A stress system is determined which gives
as the resultant over any terminal cross-section a single force acting along
the axis of the tore. This will yield a close approximation to the stresses in
a helical spring of small pitch.
The method used is that of finding a
stress function analogous to the ordinary torsion function subject to a certain
boundary condition and the problem is solved in toroidal harmonics. The
stresses and resultant force are evaluated in term of the dimensions of the tore
and compared with the results of known approximate theories.
Cited by
11 articles.
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1. Principles of Spring Design;Fundamentals of Springs Mechanics;2024
2. An Engineering Theory of thick Curved Beams loaded in-plane and out-of-plane: 3D Stress Analysis;European Journal of Mechanics - A/Solids;2022-03
3. Principles of Spring Design;Durability of Springs;2021
4. Nomograms for the design of light weight hollow helical springs;Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science;2016-08-25
5. On Saint-Venant's Problem for Helicoidal Beams;Journal of Applied Mechanics;2015-12-04