Case Western Reserve University, University Hospitals, 13612 Silver Road, Garfield Heights, OH 44125, USA.
J Orthop Traumatol. 2013 Sep;14(3):207-12. doi: 10.1007/s10195-013-0237-z. Epub 2013 Apr 11.
A cervical Torg ratio of 0.8 has been used as a screening tool to determine the presence of cervical spinal stenosis. However, there have been no studies done to define the Torg ratio in the lumbar spine for predicting lumbar spinal stenosis (LSS). Torg ratios have never been correlated with the actual calculated canal area as derived from anatomic specimens. The aim of this study was to provide an analysis of the utility of the lumbar Torg ratio for predicting LSS based on objective measurements of skeletal specimens.
420 adult skeletal specimens from the Hamann Todd Collection in the Cleveland Museum of Natural History were selected. Digital calipers were used to measure the sagittal diameter (SCD), interpedicular distance, pedicle length, and vertebral body diameter. The canal area at each level was calculated using a geometric formula. A standard distribution curve for canal area and Torg ratio was created, and values that were that is less than the mean minus two standard deviations (SD) below the mean were considered stenotic. Regression analysis was performed to determine if the Torg ratio was correlated with canal area, and if a "below normal" Torg ratio was predictive of LSS.
The Torg ratio for 2SD below the mean was defined as 0.43 at L1, 0.43 at L2, 0.41 at L3, 0.38 at L4, 0.37 at L5. Regression analysis revealed a significant association of the Torg ratio with canal area (p < 0.01). A Torg ratio that was less than the mean - 2SD predicted canal stenosis at L2, L3, L4, and L5 (p < 0.01). Using a Torg ratio of <0.5 predicted stenosis with a sensitivity of 86% and specificity of 52% at all lumbar levels.
Based on the results of our study, we have defined the lower limit of the normal Torg ratio at each level. A Torg ratio of <0.5 predicts LSS and could be a useful radiological tool for LSS screening.
颈椎 Torg 比值为 0.8 已被用作确定颈椎椎管狭窄存在的筛查工具。然而,目前尚无研究确定腰椎 Torg 比值来预测腰椎椎管狭窄症(LSS)。Torg 比值从未与从解剖标本得出的实际计算的椎管面积相关联。本研究的目的是提供基于骨骼标本的客观测量对腰椎 Torg 比值预测 LSS 的效用分析。
从克利夫兰自然历史博物馆的 Hamann Todd 收藏中选择了 420 个成人骨骼标本。数字卡尺用于测量矢状直径(SCD)、椎弓根间距离、椎弓根长度和椎体直径。使用几何公式计算每个水平的椎管面积。创建了椎管面积和 Torg 比值的标准分布曲线,并且认为低于平均值减去两个标准差(SD)以下的数值为狭窄。进行回归分析以确定 Torg 比值是否与椎管面积相关,以及“低于正常”的 Torg 比值是否可预测 LSS。
平均值减去 2SD 以下的 Torg 比值定义为 L1 为 0.43、L2 为 0.43、L3 为 0.41、L4 为 0.38、L5 为 0.37。回归分析显示 Torg 比值与椎管面积之间存在显著关联(p < 0.01)。Torg 比值低于平均值-2SD 可预测 L2、L3、L4 和 L5 的椎管狭窄(p < 0.01)。使用小于 0.5 的 Torg 比值预测所有腰椎水平的狭窄,灵敏度为 86%,特异性为 52%。
根据我们的研究结果,我们已经定义了每个水平的正常 Torg 比值的下限。小于 0.5 的 Torg 比值预测 LSS,并且可能是 LSS 筛查的有用影像学工具。