首页> 外文会议>Annual rocky mountain bioengineering symposium;International ISA biomedical sciences instrumentation symposium >SENSITIVITY AND STABILITY ANALYSIS OF A NONLINEAR MATERIAL MODEL OF CERVICAL INTERVERTEBRAL DISC UNDER CYCLIC LOADS USING THE FINITE ELEMENT METHOD
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SENSITIVITY AND STABILITY ANALYSIS OF A NONLINEAR MATERIAL MODEL OF CERVICAL INTERVERTEBRAL DISC UNDER CYCLIC LOADS USING THE FINITE ELEMENT METHOD

机译:颈椎间盘非线性材料模型在循环载荷下的敏感性和稳定性的有限元分析

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It is known that the human spine exhibits non-linear behavior, and its intervertebral discs play a role in the mechanism of internal load transfer. It is important to simulate its nonlinear behavior in computational models for better delineation of intrinsic responses, especially during cyclic loading activities, a mode pertinent to civilian and military populations. For developing a robust "material model" of the disc, this study used experimental tensile-compressive cyclic loading responses from four human cadaver cervical functional spinal units. Disc deformations were measured using an ultrasound system at 42 samples per second. Using experimental data, a three-network non-linear "material model" was developed using an optimization procedure and finite-element analysis. The model used 12 parameters to capture loading and unloading in tension and compression, including hysteresis. A sensitivity analysis performed to test the robustness of the "material model" indicated that seven of the 12 parameters were sensitive to tension, compressive, or both loading modes. Stability analysis was also performed under nine different loading conditions. The developed "material model" is robust and stable to capture intervertebral disc responses in tensile-compressive cyclic loading and can be used in future finite-element models.
机译:众所周知,人的脊柱表现出非线性行为,并且其椎间盘在内部负荷传递的机制中起作用。重要的是在计算模型中模拟其非线性行为,以便更好地描述固有响应,尤其是在周期性加载活动中,这是一种与平民和军人有关的模式。为了建立一个强大的椎间盘“材料模型”,本研究使用了来自四个人体尸体颈椎功能性脊柱单元的实验性拉伸-压缩循环载荷响应。使用超声系统以每秒42个样本的速度测量椎间盘的变形。利用实验数据,使用优化程序和有限元分析方法开发了一个三网络非线性“材料模型”。该模型使用12个参数来捕获拉伸和压缩中的加载和卸载,包括滞后。为测试“材料模型”的鲁棒性而进行的敏感性分析表明,这12个参数中的7个对拉伸,压缩或两种加载模式均敏感。在九种不同的负载条件下也进行了稳定性分析。所开发的“材料模型”强大而稳定,可以捕获拉伸压缩循环载荷中的椎间盘反应,并且可以在未来的有限元模型中使用。

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