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表面置换股骨头的有限元分析

Finite element analysis of the resurfaced femoral head.

作者信息

Taylor M

机构信息

Bioengineering Sciences Research Group, School of Engineering Sciences, University of Southampton, Highfield, Southampton SO17 1BJ, UK.

出版信息

Proc Inst Mech Eng H. 2006 Feb;220(2):289-97. doi: 10.1243/095441105x93631.

Abstract

Failure of the resurfaced femoral head may occur in the short term owing to femoral neck fracture or in the long term owing to aseptic loosening as a result of strain shielding. Resurfacing arthroplasties are not all the same. In particular, there is considerable debate regarding the role of the metaphyseal stem and cementing technique. This study examines the influence of various metaphyseal stem configurations (diameter, percentage length in contact with bone, and bonded versus debonded) and cement mantle thickness on the load transfer within the femoral head. Resurfacing resulted in significant strain shielding in the superior femoral head and elevated strain in the superior femoral neck. Although the increase in strain in the femoral neck was significant, the mean strains were below the yield strain for cancellous bone. Peak strains were observed above the yield strain, but they accounted for less than 1 per cent of the total head-neck bone volume and therefore were unlikely to result in femoral neck fracture. Increasing the stem diameter and increasing the percentage stem length in contact with bone both increased the degree of strain shielding. Bonding the metaphyseal stem produced the most dramatic strain shielding, which also extended into the head-neck junction. In contrast, varying the cement mantle thickness had a negligible effect on the load transfer.

摘要

表面置换的股骨头可能在短期内因股骨颈骨折而失败,或在长期因应力遮挡导致无菌性松动而失败。表面置换关节成形术并非完全相同。特别是,关于干骺端柄的作用和骨水泥固定技术存在相当大的争议。本研究考察了各种干骺端柄构型(直径、与骨接触的长度百分比以及结合与未结合情况)和骨水泥套厚度对股骨头内负荷传递的影响。表面置换导致股骨头上方出现显著的应力遮挡,股骨颈上方应变升高。虽然股骨颈应变的增加显著,但平均应变低于松质骨的屈服应变。在屈服应变以上观察到峰值应变,但它们占头颈骨总体积的比例不到1%,因此不太可能导致股骨颈骨折。增加柄的直径和增加柄与骨接触的长度百分比均增加了应力遮挡程度。将干骺端柄结合产生了最显著的应力遮挡,且这种遮挡还延伸至头颈交界处。相比之下,改变骨水泥套厚度对负荷传递的影响可忽略不计。

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