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Informing phenomenological structural bone remodelling with a mechanistic poroelastic model

机译:用机制多孔弹性模型告知现象学结构骨重塑

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摘要

Studies suggest that fluid motion in the extracellular space may be involved in the cellular mechanosensitivity at play in the bone tissue adaptation process. Previously, the authors developed a mesoscale predictive structural model of the femur using truss elements to represent trabecular bone, relying on a phenomenological strain-based bone adaptation algorithm. In order to introduce a response to bending and shear, the authors considered the use of beam elements, requiring a new formulation of the bone adaptation drivers. The primary goal of the study presented here was to isolate phenomenological drivers based on the results of a mechanistic approach to be used with a beam element representation of trabecular bone in mesoscale structural modelling. A single-beam model and a microscale poroelastic model of a single trabecula were developed. A mechanistic iterative adaptation algorithm was implemented based on fluid motion velocity through the bone matrix pores to predict the remodelled geometries of the poroelastic trabecula under 42 different loading scenarios. Regression analyses were used to correlate the changes in poroelastic trabecula thickness and orientation to the initial strain outputs of the beam model. Linear () and third-order polynomial () relationships were found between change in cross section and axial strain at the central axis, and between beam reorientation and ratio of bending strain to axial strain, respectively. Implementing these relationships into the phenomenological predictive algorithm for the mesoscale structural femur has the potential to produce a model combining biofidelic structure and mechanical behaviour with computational efficiency.
机译:研究表明,在骨组织适应过程中,细胞外空间的液体运动可能参与了细胞的机械敏感性。以前,作者依靠基于现象学应变的骨骼适应算法,使用桁架元素代表小梁骨骼,开发了股骨的中尺度预测结构模型。为了引入对弯曲和剪切的响应,作者考虑了梁单元的使用,要求重新设计骨骼适应性驱动器。此处提出的研究的主要目标是,基于在中尺度结构建模中与小梁的梁单元表示一起使用的机械方法的结果,隔离现象学驱动因素。建立了单个小梁的单束模型和微尺度孔隙弹性模型。基于通过骨基质孔的流体运动速度,实现了一种机械的迭代自适应算法,以预测在42种不同载荷情况下多孔弹性小梁的重构几何形状。回归分析用于将多孔弹性小梁厚度和方向的变化与梁模型的初始应变输出相关联。分别在横截面的变化和中心轴上的轴向应变之间以及梁的重新定向和弯曲应变与轴向应变之比之间发现了线性()和三阶多项式()关系。将这些关系实现到用于中尺度结构股骨的现象学预测算法中,有可能产生一个结合生物理想结构和力学行为以及计算效率的模型。

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