腰椎运动节段有限元模型的几何敏感性分析

Ivo M. da Silva, J. Claro, A. Castro
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引用次数: 0

摘要

椎间盘退行性疾病是腰痛最常见的原因,70-85%的普通人群在生活中的某个时候受到影响。考虑到这一事实,有必要描述椎间盘的行为及其退变机制。为了研究这一问题,数值模拟是一种有利的方法,被研究人员广泛用于理解人体脊柱复合体。简要描述了腰椎部分运动节段模型和相应的有限元公式。通过改变模型的楔角和平均高度来分析模型的几何灵敏度,并利用自制的有限元求解器模拟模型在不同增量载荷下的生物力学行为。结果表明,楔形角和平均高度变化对椎间盘在载荷作用下的行为有显著影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Geometric sensitivity analysis of a lumbar motion segment FE model
Degenerative disc disease is the most common cause of low back pain, affecting 70-85% of the general population at some time in life. Considering this fact, it is essential to characterize the behavior of the intervertebral disc and its degeneration mechanisms. To study this problem, numerical modeling presents itself as an advantageous approach, being extensively used by researchers to understand the human spine complex. A lumbar partial motion segment model and respective finite element formulation are briefly described. The model's geometric sensitivity is analyzed by varying its wedge angle and average height, and simulating its biomechanical behavior under different incremental loads, using a homemade finite element solver. The results prove that both wedge angle and average height variations have significant influence in the intervertebral discs' behavior under loading.
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