机器学习技术在生物组织力学表征上的可能性是什么?

Javier Torres, I. Pérez-Rey, M. Cilla
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引用次数: 1

摘要

计算模拟是利用实验数据来估计不同的材料模型参数,为此目的诉诸于应变能函数(SEF),所有这些都包含在大变形超弹性连续介质理论中。软性生物组织的本构模型最近成为一个非常活跃的研究领域这些材料通常被建模为嵌入连续体力学公式中的超弹性连续体。在这条线上,主要任务之一是考虑确定适当的应变能密度函数,从中获得局部力学量。提出了几种软组织建模的本构律。1,9 - 11,这可能是合适的,这取决于所涉及的软生物组织的种类。Holzapfel等人12,13提出了最常见的sef,用于模拟血管在两个优选方向上的行为,将纤维弥散与确定性优选方向相结合,以及Gasser等人提出的工作14,该工作通过假设纤维取向分布函数在模型中包含微观结构信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
What are the possibilities of machine learning techniques on the mechanical characterization of biological tissues?
computational simulation is the use of experimental data to estimate different material model parameters, resorting for that purpose to a strain energy function (SEF), all included in the continuum theory of large deformation hyper-elasticity. The constitutive modelling of soft biological tissues has recently constituted a very active field of research.8 These materials have commonly been modelled as hyperelastic continua embedded into continuum mechanical formulations. In this line, one of the main tasks considers the determination of appropriate strain energy density functions, from which local mechanical quantities are obtained. Several constitutive laws have been proposed for soft tissue modelling.1,9‒11, which may be suitable depending on the kind of soft biological tissue at stake. Holzapfel et al.12,13 proposed the most common SEFs for modelling the behavior of blood vessels accounting for two preferred directions, incorporating fiber dispersion with respect to the deterministic preferred orientation direction, and the work presented by Gasser et al.14 which includes microstructural information in the model by means of the assumption of a fiber orientation distribution function.
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