Analytical evaluation of stresses and displacements of an intervertebral disc
Type de document
Études primaires
Année de publication
2017
Langue
Anglais
Titre de la revue
Journal of Biomechanical Science and Engineering
Résumé
Understanding the intervertebral disc response to mechanical loads is important to prevent back injuries. The experimental and the finite element methods are widely used for that purpose but methodological triangulation is deficient due to lack of a complementary method. This study aims at choosing theories and assumptions that could be used to develop an analytical model for stress analysis of intervertebral discs. Thin-shell and beam-onelastic- foundation theories are used in conjunction with an iterative method to account for large deformation of the disc. The model simulates an axial compression load acting on a simplified axisymmetric disc composed of a multi-shell linear and isotropic structure surrounding a pressurized cavity. The highly deformable lamellae are idealized by either circular or parabolic arches in the sagittal plane, and their effect on stress and strain response are compared. The circumferential and longitudinal stresses are compared to those of a simplified finite element model. The comparison shows that the analytical approach is promising and allows to identify improvements for future studies. The use of a parabolic profile is advantageous and allows to account for the interactive support of the lamellae near the endplates. The method should be adapted to improve bulge deformation obtained across the thickness of anulus fibrosus, and the model should include material anisotropy and hyperelasticity. © 2017 The Japan Society of Mechanical Engineers.
Mots-clés
Lésion de la colonne vertébrale, Spinal injury, Stress physique, Physical stress
Numéro de projet IRSST
n/a
Citation recommandée
Demers, S., Nadeau, S. et Bouzid, A.-H. (2017). Analytical evaluation of stresses and displacements of an intervertebral disc. Journal of Biomechanical Science and Engineering, 12(3), article 16-00675. https://doi.org/10.1299/jbse.16-00675