Estok D M, Orr T E, Harris W H
Department of Orthopaedic Surgery, Massachusetts General Hospital, Boston 02114, USA.
J Arthroplasty. 1997 Jan;12(1):40-8. doi: 10.1016/s0883-5403(97)90045-0.
A generic three-dimensional finite-element model of the upper half of the femur containing a cemented femoral stem of a total hip arthroplasty was developed to study those factors influencing cement strains near the tip of a cemented femoral component. This generic model was verified through another three-dimensional finite-element model that had been created based on the precise geometry of a cadaver femur implanted with a contemporary cemented femoral component. This cadaveric femoral reconstruction had been created with strain gauges embedded in the cement mantle and was then loaded under conditions simulating single leg stance and stairclimbing. By use of the cement strains measured experimentally in the cadaver femur, and comparison of them with those obtained from the finite-element model of that cadaver femur, it was possible to establish proper material properties, boundary conditions, and loading conditions for the generic model. The generic model was then modified parametrically to determine those factors that influence the strains occurring within the cement mantle near the tip of a cemented femoral component. These models suggest that the single factor that most adversely influenced peak strains at or near the tip of the prosthesis was a thin cement mantle. This effect was present both when the cement mantle was reduced in thickness and when a similar effect occurred by virtue of a varus or valgus placement of the stem. Factors that decreased the peak cement strains near the tip of the femoral stem included a more flexible stem and thicker cement mantles. This effect of a more flexible stem could be obtained by changing the modulus of the metal implant by uniformly reducing the thickness of the stem, or by tapering the stem within the same bone geometry. Thicker cement mantles reduced both the axial and the shear strains occurring at the tip of the prosthesis. The presence or absence of a hole in the tip of the prosthesis per se, as for a centralizer, had no significant effect on the peak cement strains seen around the tip of the prosthesis; however, truncating the tip of the prosthesis from a hemisphere to a flat profile, which resulted in a sharp corner at the tip of the prosthesis, produced a 35% increase in cement strains at the tip as a result of a stress concentration effect. Thus, the common way of modifying the tip to have a hole for a centralizer, which involved truncating the tip, increased the cement strains occurring near the tip of the prosthesis.
建立了一个包含全髋关节置换骨水泥型股骨柄的股骨上半部分的通用三维有限元模型,以研究影响骨水泥型股骨部件尖端附近骨水泥应变的因素。该通用模型通过另一个三维有限元模型进行了验证,后者是基于植入当代骨水泥型股骨部件的尸体股骨的精确几何形状创建的。这个尸体股骨重建模型在骨水泥套中嵌入了应变片,然后在模拟单腿站立和爬楼梯的条件下加载。通过使用在尸体股骨中实验测量的骨水泥应变,并将其与从该尸体股骨的有限元模型获得的应变进行比较,有可能为通用模型建立合适的材料属性、边界条件和加载条件。然后对通用模型进行参数化修改,以确定影响骨水泥型股骨部件尖端附近骨水泥套内应变的因素。这些模型表明,对假体尖端或其附近的峰值应变影响最不利的单一因素是骨水泥套薄。当骨水泥套厚度减小时,以及当由于柄的内翻或外翻放置而出现类似效果时,都会出现这种效应。降低股骨柄尖端附近骨水泥峰值应变的因素包括更柔韧的柄和更厚的骨水泥套。通过均匀减小柄的厚度来改变金属植入物的模量,或者在相同的骨几何形状内使柄逐渐变细,可以获得更柔韧的柄的这种效果。更厚的骨水泥套减少了假体尖端处的轴向应变和剪切应变。假体尖端本身是否有孔(如用于扶正器)对假体尖端周围所见的骨水泥峰值应变没有显著影响;然而,将假体尖端从半球形截断为平面形状,这在假体尖端产生了一个尖角,由于应力集中效应,导致尖端处的骨水泥应变增加了35%。因此,为扶正器在尖端开孔的常见方法,即截断尖端,增加了假体尖端附近出现的骨水泥应变。