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Improving finite element results in modeling heart valve mechanics

机译:改善有限元导致心阀力学建模

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摘要

Finite element analysis is a well-established computational tool which can be used for the analysis of soft tissue mechanics. Due to the structural complexity of the leaflet tissue of the heart valve, the currently available finite element models do not adequately represent the leaflet tissue. A method of addressing this issue is to implement computationally expensive finite element models, characterized by precise constitutive models including high-order and high-density mesh techniques. In this study, we introduce a novel numerical technique that enhances the results obtained from coarse mesh finite element models to provide accuracy comparable to that of fine mesh finite element models while maintaining a relatively low computational cost. Introduced in this study is a method by which the computational expense required to solve linear and nonlinear constitutive models, commonly used in heart valve mechanics simulations, is reduced while continuing to account for large and infinitesimal deformations. This continuum model is developed based on the least square algorithm procedure coupled with the finite difference method adhering to the assumption that the components of the strain tensor are available at all nodes of the finite element mesh model. The suggested numerical technique is easy to implement, practically efficient, and requires less computational time compared to currently available commercial finite element packages such as ANSYS and/or ABAQUS.
机译:有限元分析是一种良好的计算工具,可用于分析软组织力学。由于心脏瓣膜的宣传叶组织的结构复杂性,目前可用的有限元模型不会充分代表小叶组织。解决该问题的方法是实现计算昂贵的有限元模型,其特征在于,其特征在于包括高阶和高密度网格技术的精确组成型模型。在这项研究中,我们介绍了一种新颖的数控技术,该数值技术提高了从粗啮齿网有限元模型获得的结果,以提供与细网有限元模型相当的精度,同时保持相对低的计算成本。本研究介绍的是一种方法,通过该方法,通过该方法来解决求解心脏阀门力学模拟的线性和非线性本构模型所需的计算费用,同时继续占大型和无限变形。该连续模型是基于最小二乘算法的过程开发,与粘附在有限元网格模型的所有节点中可用的假设的有限差分方法耦合的有限差分方法。建议的数值技术易于实现,实际上有效,并且与当前可用的商业有限元件(如ANSYS和/或ABAQU)相比需要较少的计算时间。

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