Benalla M, Palacio-Mancheno P E, Fritton S P, Cardoso L, Cowin S C
Department of Biomedical Engineering, The City College of New York, Steinman Hall, 160 Convent, New York, NY, USA.
Biomech Model Mechanobiol. 2014 Aug;13(4):801-12. doi: 10.1007/s10237-013-0535-7. Epub 2013 Oct 22.
A new method for the experimental determination of the permeability of a small sample of a fluid-saturated hierarchically structured porous material is described and applied to the determination of the lacunar-canalicular permeability [Formula: see text] in bone. The interest in the permeability of the lacunar-canalicular pore system (LCS) is due to the fact that the LCS is considered to be the site of bone mechanotransduction due to the loading-driven fluid flow over cellular structures. The permeability of this space has been estimated to be anywhere from [Formula: see text] to [Formula: see text]. However, the vascular pore system and LCS are intertwined, rendering the permeability of the much smaller-dimensioned LCS challenging to measure. In this study, we report a combined experimental and analytical approach that allowed the accurate determination of the [Formula: see text] to be on the order of [Formula: see text] for human osteonal bone. It was found that the [Formula: see text] has a linear dependence on loading frequency, decreasing at a rate of [Formula: see text]/Hz from 1 to 100 Hz, and using the proposed model, the porosity alone was able to explain 86 % of the [Formula: see text] variability.
描述了一种用于实验测定流体饱和的层次结构多孔材料小样品渗透率的新方法,并将其应用于测定骨中腔隙-小管渗透率[公式:见原文]。对腔隙-小管孔隙系统(LCS)渗透率感兴趣的原因在于,由于加载驱动的流体在细胞结构上流动,LCS被认为是骨力传导的部位。该空间的渗透率估计在[公式:见原文]到[公式:见原文]之间。然而,血管孔隙系统和LCS相互交织,使得尺寸小得多的LCS的渗透率难以测量。在本研究中,我们报告了一种结合实验和分析的方法,该方法能够准确测定人骨单位骨的[公式:见原文]约为[公式:见原文]。研究发现,[公式:见原文]与加载频率呈线性关系,从1赫兹到100赫兹以[公式:见原文]/赫兹的速率降低,并且使用所提出的模型,仅孔隙率就能解释[公式:见原文]变异性的86%。