By E. G. Little, J. B. Finlay (auth.), A. W. Miles, K. E. Tanner (eds.)
Pressure dimension in Biomechanics will supply a beneficial reference resource for all examine staff in biomechanics and biomaterials in addition to orthopaedic brands and orthopaedic surgeons.
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Extra resources for Strain Measurement in Biomechanics
Example text
J. (1990) Joint mechanics - modelling the lower limb. DPhil thesis, University of Oxford. e. J. (1978) An Introduction to the Mechanics of Solids, McGraw-Hill, Singapore. P. (1989) Mechanics of the knee joint. DPhil thesis, University of Oxford. J. and Todd, F. (1981) Human Walking, Williams and Wilkins, Baltimore. S. M. (1972) Measurement of the total motion between two body segments - i. analytical development. J. , 5, 93-105. J. (1976) Biomechanics of the Knee, Springer-Verlag, Berlin. , Biden, E.
1987). In the analysis reported by Little et ai. (1985) the approach adopted is appropriate, but recent bench mark tests show that the finite-element data reported therein are incorrect. 1 Three·dimensional embedded strain gauge analysis of the cement mantle under· lying the tibial plateau of the Geomedic knee prosthesis. Procedures for strain gauge model testing 45 grid of the strain gauge integrates the strain and indicates strains that are completely unrepresentative of the true strain at a point.
The use of brittle lacquer (Macduff, 1978), photoelastic coatings, finite element studies (Society of Automotive Engineers, 1988) or an examination of fractured components can all provide information to assist in the identification of relevant sites. However, brittle lacquer fractures perpendicular to the maximum principal strain (Cunningham and Yovorsky, 1957; Greszczuk, 1965; Chaturvedi and Agarwal, 1978) and photoelastic coatings indicate maximum in-plane shearing strain (Kenward and Hindle, 1970) but not necessarily the maximum shearing strain and for composite materials these strains are not necessarily coincident with maximum principal stress and maximum in-plane shearing stress.