Models of 25 different shapes of keyed connections have been loaded by a large range of torques, using ordinary and frozen-stress photoelasticity.
Empirical formulae have been derived for five contact points where the stresses are concentrated. These formulae give good predictions over the complete shape range of the metric and inch standards. The latter is consistently better than the former.
Get full access to this article
View all access options for this article.
References
1.
FesslerH.EissaM.‘Elastic stresses due to torque transmitted through the prismatic part of keyed connections. Part I: Effect of different fits and friction on standard shapes’, J. Strain Analysis, 1982, 17, 103–111.
2.
SolakianA. G.KarelitzG. B.‘Photoelastic study of shearing stresses in keys and keyways’, Trans Am. Soc. mech. Engrs, 1932, 54, 97–123.
3.
GibsonW. H.GiletP. M.‘Transmission of Torque by Keys and Keyways’, J. Instn Engrs, Australia, 1938, 10, 393–404, 427–432.
4.
OkuboH.HosonoK.SakakiK.‘The stress concentration in keyways when torque is transmitted through keys’, Expl. Mech., 1968, 8, 275–280.
5.
OkuboH.‘On torsion of shafts with keyways’, Quart. J. Appl. Mech. Appl. Maths, 1950, 3, 162–171.
6.
LevenM.‘Stress in keyways by photoelastic methods and comparison with numerical solution’, Proc. SESA, 1950, 7, 141.
7.
NisidaM.HondoH.‘On stress concentrations due to keyways’, Proc. 9th Jap. Congr. Appl. Mech., 1959, p. 129.
8.
PaulA. K.‘Stress-concentration factors for rectangular key-ways in shafts under pure torsion’, J. Instn Engrs, India, 1967, 47.
9.
RogerC.FesslerH.StanleyP.‘Stresses at end-milled keyways in plain shafts subjected to tension, bending, and torsion’, J. Strain Analysis, 1969, 4, 180–189.
10.
British Standard Institution, Metric keys and keyways, BS 4235, Part 1, 1967.
11.
British Standard Institution, Inch keys and keyways, BS 46, Part 1, 1958.
12.
MacdonaldD. M.‘Loaded key reaction and stresses’, NEL Report No. 606, 1976, Glasgow, UK.