Finite element modelling of glenohumeral kinematics following total shoulder arthroplasty.
Due to the shallowness of the glenohumeral joint, a challenging but essential requirement of a glenohumeral prosthesis is the prevention of joint dislocation. Weak glenoid bone stock and frequent dysfunction of the rotator cuff, both of which are common with rheumatoid arthritis, make it particularly difficult to achieve this design goal. Although a variety of prosthetic designs are commercially available only a few experimental studies have investigated the kinematics and dislocation characteristics of design variations. Analytical or numerical methods, which are predictive and more cost-effective, are, apart from simple rigid-body analyses, non-existent. The current investigation presents the results of a finite element analysis of the kinematics of a total shoulder joint validated using recently published experimental data for the same prostheses. The finite element model determined the loading required to dislocate the humeral head, and the corresponding translations, to within 4% of the experimental data. The finite element method compared dramatically better to the experimental data (mean difference=2.9%) than did rigid-body predictions (mean difference=37%). The goal of this study was to develop an accurate method that in future studies can be used for further investigations of the effect of design parameters on dislocation, particularly in the case of a dysfunctional rotator cuff. Inherently, the method also evaluates the glenoid fixation stresses in the relatively weak glenoid bone stock. Hence, design characteristics can be simultaneously optimised against dislocation as well as glenoid loosening.
Hopkins
Andrew R
AR
Biomechanics Section, Mechanical Engineering Department, Imperial College London, Room 636, Mechanical Engineering Building, South Kensington Campus, London SW7 2AZ, UK.
Hansen
Ulrich N
UN
Amis
Andrew A
AA
Taylor
Mark
M
Gronau
Nicole
N
Anglin
Carolyn
C
D019643:Arthroplasty, Replacement; D001696:Biomechanical Phenomena; D003198:Computer Simulation; D020342:Finite Element Analysis; D008954:Models, Biological; D020959:Polyethylene; D012785:Shoulder Joint / Q000601:surgery*
D020959:Polyethylene