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Constitutive model of brain tissue suitable for finite element analysis of surgical procedures.

机译:适用于手术程序有限元分析的脑组织本构模型。

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摘要

Realistic finite element modelling and simulation of neurosurgical procedures present a formidable challenge. Appropriate, finite deformation, constitutive model of brain tissue is a prerequisite for such development. In this paper, a large deformation, linear, viscoelastic model, suitable for direct use with commercially available finite element software packages such as ABAQUS is constructed. The proposed constitutive equation is of polynomial form with time-dependent coefficients. The model requires four material constants to be identified. The material constants were evaluated based on unconfined compression experiment results. The analytical as well as numerical solutions to the unconfined compression problem are presented. The agreement between the proposed theoretical model and the experiment is good for compression levels reaching 30% and for loading velocities varying over five orders of magnitude. The numerical solution using the finite element method matched the analytical solution very closely.
机译:逼真的有限元建模和神经外科手术程序的模拟提出了巨大的挑战。适当的,有限变形的脑组织本构模型是这种发展的先决条件。在本文中,构建了一个大变形,线性,粘弹性模型,适合直接与诸如ABAQUS之类的市售有限元软件包一起使用。所提出的本构方程为具有时间相关系数的多项式形式。该模型需要识别四个材料常数。根据无侧限压缩实验结果评估材料常数。提出了无边压缩问题的解析解和数值解。所提出的理论模型与实验之间的一致性对于压缩水平达到30%以及加载速度在五个数量级上变化都很好。使用有限元方法的数值解与解析解非常匹配。

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