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Analysis of Vertebral Bone Strength, Fracture Pattern, and Fracture Location: A Validation Study Using a Computed Tomography-Based Nonlinear Finite Element Analysis

机译:椎骨强度,骨折类型和骨折部位的分析:基于计算机断层扫描的非线性有限元分析的验证研究

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Finite element analysis (FEA) is an advanced computer technique of structural stress analysis developed in engineering mechanics. Because the compressive behavior of vertebral bone shows nonlinear behavior, a nonlinear FEA should be utilized to analyze the clinical vertebral fracture. In this article, a computed tomography-based nonlinear FEA (CT/FEA) to analyze the vertebral bone strength, fracture pattern, and fracture location is introduced. The accuracy of the CT/FEA was validated by performing experimental mechanical testing with human cadaveric specimens. Vertebral bone strength and the minimum principal strain at the vertebral surface were accurately analyzed using the CT/FEA. The experimental fracture pattern and fracture location were also accurately simulated. Optimization of the element size was performed by assessing the accuracy of the CT/FEA, and the optimum element size was assumed to be 2 mm. It is expected that the CT/FEA will be valuable in analyzing vertebral fracture risk and assessing therapeutic effects on osteoporosis.
机译:有限元分析(FEA)是工程力学中开发的一种先进的结构应力分析计算机技术。由于椎骨的压缩行为表现出非线性行为,因此应利用非线性有限元分析来分析临床椎骨骨折。在本文中,介绍了一种基于计算机断层扫描的非线性有限元分析(CT / FEA),用于分析椎骨强度,骨折模式和骨折位置。 CT / FEA的准确性通过对人体尸体标本进行实验机械测试得到了验证。使用CT / FEA可以准确分析椎骨的强度和椎体表面的最小主应变。实验中的裂缝模式和裂缝位置也得到了精确模拟。通过评估CT / FEA的精度进行元件尺寸的优化,并假定最佳元件尺寸为2 mm。预期CT / FEA在分析椎骨骨折风险和评估对骨质疏松症的治疗效果方面将是有价值的。

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