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ŘEHÁK, K. FLORIAN, Z. KRPALEK, D. MARCIÁN, P. MATUG, M. VALÁŠEK, J.
Original Title
Stress analysis of Burch-Schneider cage
Type
conference paper
Language
English
Original Abstract
This article deals with the stress analysis of the Burch-Schneider cage as applied to a hip joint. Due to the complex geometry of the solved problem, material properties and complex boundary condition, the finite element method was chosen. The solved system consists of the pelvic bone, a part of the os sacrum, a polyethylene cup and ceramic heads. In this work a poor-quality cancellous bone was given by the value of the modulus of elasticity is modelled. Furthermore, two model types are considered in this study a model with degraded mechanical properties of the cancellous bone, which does not worsen due to stress, whereas the other model shows a case of bone necrosis due to stress. Load was applied to the ceramic head in the direction of the resultant butt force, which had been determined by the resultant forces. The analysis of the results indicates that in the model variant with the necrotic bone tissue of such an extent that was considered, damage may occur due to the cyclical loading. However, in the variant with degraded mechanical properties, which are not deteriorating due to stress anymore, the limit state does not occur.
Keywords
Burch-Schneider cage, hip joint, Finite element method, stress-strain analysis.
Authors
ŘEHÁK, K.; FLORIAN, Z.; KRPALEK, D.; MARCIÁN, P.; MATUG, M.; VALÁŠEK, J.
RIV year
2011
Released
9. 5. 2011
Publisher
Institute of Thermomechanics
Location
Prague
ISBN
978-80-87012-33-8
Book
Engineering Mechanics 2011, 17th International Conference
Edition
1
Edition number
Pages from
523
Pages to
526
Pages count
4
BibTex
@inproceedings{BUT72809, author="Kamil {Řehák} and Zdeněk {Florian} and David {Krpalek} and Petr {Marcián} and Michal {Matug} and Jiří {Valášek}", title="Stress analysis of Burch-Schneider cage", booktitle="Engineering Mechanics 2011, 17th International Conference", year="2011", series="1", number="2011", pages="523--526", publisher="Institute of Thermomechanics", address="Prague", isbn="978-80-87012-33-8" }