A 2-PART, VISCOELASTIC FOOT MODEL FOR USE IN GAIT SIMULATIONS

Citation
La. Gilchrist et Da. Winter, A 2-PART, VISCOELASTIC FOOT MODEL FOR USE IN GAIT SIMULATIONS, Journal of biomechanics, 29(6), 1996, pp. 795-798
Citations number
16
Categorie Soggetti
Engineering, Biomedical",Biophysics
Journal title
ISSN journal
00219290
Volume
29
Issue
6
Year of publication
1996
Pages
795 - 798
Database
ISI
SICI code
0021-9290(1996)29:6<795:A2VFMF>2.0.ZU;2-Q
Abstract
A three-dimensional, two-part model of the foot, for use in a simulati on of human gait, is presented. Previous simulations of gait have not included the foot segment (e.g. Siegler et al., 1982, J. Biomechanics 15, 415-425) or have fastened it to the ground (e.g. Onyshko and Winte r, 1980, J. Biomechanics 13, 361-368). A foot model based on viscoelas tic elements (e.g. Meglan, 1991, Ph. D. thesis, Ohio State Univ.), all ows more freedom of movement and thus models the physical system more closely. The current model was developed by running simulations of the foot in isolation from just before heel contact to just after toe-off . The driving inputs to the simulation were the resultant ankle joint forces and moments taken from a gait analysis. Nine linear, vertically oriented spring/damper systems, positioned along the midline of the f oot were used to model the combined viscoelastic behaviour of the foot , shoe and door. Associated with each vertical spring/damper system we re two orthogonally placed, linear, horizontal dampers used to provide the shear components of the ground reaction force. Torques at the met atarsal-phalangeal joint were supplied by a linear, torsional spring a nd damper. Control about the vertical axis and the long axis of the fo ot was achieved by the use of linear, torsional dampers. The predicted kinetic and kinematic values are very similar to those taken from the gait analysis. The model represents an improvement over previous work because the transition from swing to stance was smooth and continuous without the foot being constrained to any specific trajectory. (C) 19 96 Elsevier Science Ltd.