Mathematical modeling of the socalled Allis test: a field study in orthopedic confusion.

Robert Cooperstein, Michael Haneline, Morgan Young
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引用次数: 2

Abstract

Background: Chiropractors use a variety of supine and prone leg checking procedures. Some, including the Allis test, purport to distinguish anatomic from functional leg length inequality. Although the reliability and to a lesser extent the validity of some leg checking procedures has been assessed, little is known on the Allis test. The present study mathematically models the test under a variety of hypothetical clinical conditions. In our search for historical and clinical information on the Allis test, nomenclatural and procedural issues became apparent.

Methods: The test is performed with the subject carefully positioned in the supine position, with the head, pelvis, and feet centered on the table. After an assessment for anatomic leg length inequality, the knees are flexed to approximately 90 degrees . The examiner then sights the short leg side knee sequentially from both the foot and side of the table, noting its relative locations: both its height from the table and Y axis position. The traditional interpretation of the Allis test is that a low knee identifies a short tibia and a cephalad knee a short femur. Assuming arbitrary lengths and a tibio/femoral ratio of 1/1.26, and a hip to foot distance that placed the knee near 90 degrees , we trigonometrically calculated changes in the location of the right knee that would result from hypothetical reductions in tibial and femoral length. We also modeled changes in the tibio/femoral ratio that did not change overall leg length, and also a change in hip location.

Results: The knee altitude diminishes with either femoral or tibial length reduction. The knee shifts cephalad when the femoral length is reduced, and caudally when the tibial length is reduced. Changes in the femur/tibia ratio also influence knee position, as does cephalad shifting of the hip.

Conclusion: The original Allis (aka Galeazzi) test was developed to identify gross hip deformity in pediatric patients. The extension of this test to adults suspected of having anatomical leg length inequality is problematic, and needs refinement at the least. Our modeling questions whether this test can accurately identify aLLI, let alone distinguish a short tibia from a short femur.

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所谓的阿利斯测试的数学建模:骨科混淆的实地研究。
背景:脊医使用各种仰卧位和俯卧位的腿部检查程序。包括Allis测试在内的一些测试旨在区分解剖学上和功能性上的腿长不平等。虽然已经评估了一些腿部检查程序的可靠性和较小程度的有效性,但对Allis测试知之甚少。本研究在各种假设的临床条件下对测试进行数学建模。在我们对Allis测试的历史和临床信息的搜索中,命名和程序问题变得明显。方法:受试者小心地仰卧位,头部、骨盆和足部以桌子为中心。在解剖腿长不平等评估后,膝关节屈曲至约90度。然后审核员依次从桌脚和桌侧观察短腿侧膝,注意其相对位置:离桌高度和Y轴位置。对Allis测试的传统解释是,低膝表明胫骨短,头膝表明股骨短。假设长度任意,胫骨与股骨的比值为1/1.26,髋关节与足部的距离使膝关节接近90度,我们用三角函数计算了右膝关节位置的变化,这将导致假设胫骨和股骨长度的减少。我们还模拟了在不改变总腿长的情况下胫骨/股比值的变化,以及髋关节位置的变化。结果:膝关节高度随股骨或胫骨长度的减少而降低。当股骨长度减少时,膝关节向头侧移位;当胫骨长度减少时,膝关节向尾侧移位。股骨/胫骨比例的变化也会影响膝关节位置,髋的头侧移位也是如此。结论:最初的Allis(又名Galeazzi)试验是用于识别儿科患者的大体髋关节畸形。将这项测试扩展到怀疑腿长不平等的成年人身上是有问题的,至少需要改进。我们的模型质疑该测试是否能准确识别aLLI,更不用说区分短胫骨和短股骨了。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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