Voluntary oscillations of the human torso are analysed using engineering beam theory to estimate the flexural and torsional stiffness of the back. Antero-posterior and lateral flexural stiffness are measured as well as the torsional stiffness for both relaxed conditions and at maximum voluntary exertion. The ratio of flexural stiffness in two mutually perpendicular planes is a guide to the torsional stability of a beam in bending. These criteria are used to assess the torsional stability of the human torso when subjected to large bending moments.
Get full access to this article
View all access options for this article.
References
1.
AdamsW. (1865) Lectures on the pathology and treatment of lateral and other forms of curvature of the spine, Churchill, London.
2.
ArkinA. (1950) Rotation in combination with lateral deviation in the normal spine, J. Bone Jt Surg., 32-A, 180–188.
3.
ContiniR. (1972) Body segment parameters part II, Artificial Limbs, 16, 1–19.
4.
LovettR. (1903) A contribution to the study of the mechanics of the spine, Am. J. Anatomy, 2, 457–462.
5.
RoafR. (1966) The basic anatomy of scoliosis, J. Bone Jt Surg., 48-B, 786–792.
6.
RoarkR. J.YoungW. C. (1975) Formulas for stress and strain, McGraw Hill Kogakuska, Tokyo.
7.
ScholtenP. J. M.VeldhuizenA. G. (1986) The bending stiffness of the trunk, Spine, 11, 463–467.
8.
SchultzA. B.GalanteJ. O. (1972) A mathematical model for the study of the mechanics of the human vertebral column, J. Biomech., 3, 405–416.
9.
SchultzA. B.AnderssonG.OrtengrenR.HaderspeckK.NachemsonA. (1982) Loads on the lumbar spine, J. Bone Jt Surg., 64-A, 713–720.
10.
TimoshenkoS. P. (1936) Theory of elastic stability, McGraw-Hill, New York.
11.
TimoshenkoS. P.YonngD. H.WeaverW. (1974) Vibration problems in engineering, John Wiley, New York.