Imai Kazuhiro, Ohnishi Isao, Bessho Masahiko, Nakamura Kozo
Department of Orthopaedic Surgery, University of Tokyo, Hongo, Tokyo, Japan.
Spine (Phila Pa 1976). 2006 Jul 15;31(16):1789-94. doi: 10.1097/01.brs.0000225993.57349.df.
A study on computed tomography (CT)-based finite element (FE) method that predicts vertebral strength and fracture site using human cadaveric specimens.
To evaluate the accuracy of the nonlinear FE method by comparing the predicted data with those of mechanical testing.
FE methods may predict vertebral strength and fracture site but the prediction has been difficult because of a complex geometry, elastoplasticity, and thin cortical shell of the vertebra.
FE models of the 12 thoracolumbar vertebral specimens were constructed. Nonlinear FE analyses were performed, and the yield load, the fracture load, the sites where elements failed, and the distribution of minimum principal strain were evaluated. A quasi-static uniaxial compression test for the same specimens was conducted to verify these analyses.
The yield loads, fracture loads, minimum principal strains, and fracture sites of the FE prediction significantly correlated with those measured.
Nonlinear FE model predicted vertebral strength and fracture site accurately.
一项基于计算机断层扫描(CT)的有限元(FE)方法的研究,该方法使用人体尸体标本预测椎体强度和骨折部位。
通过将预测数据与机械测试数据进行比较,评估非线性有限元方法的准确性。
有限元方法可以预测椎体强度和骨折部位,但由于椎体复杂的几何形状、弹塑性和薄皮质壳,预测一直很困难。
构建了12个胸腰椎椎体标本的有限元模型。进行了非线性有限元分析,并评估了屈服载荷、骨折载荷、单元失效部位以及最小主应变的分布。对相同标本进行了准静态单轴压缩试验以验证这些分析。
有限元预测的屈服载荷、骨折载荷、最小主应变和骨折部位与测量值显著相关。
非线性有限元模型准确地预测了椎体强度和骨折部位。