Permeability of Bone Scaffold with Different Pore Geometries Based on CFD Simulation

Norhana Jusoh, Muhammad Aqil Mustafa Kamal Arifin, Muhammad Hamizan Hilmi Sulaiman, Muhammad Aiman Mohd Zaki, Nurul Ammira Mohd Noh, Nur Afiqah Ahmad Nahran, Koshelya Selvaganeson, Amy Nurain Syamimi Ali Akbar
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Abstract

Scaffold plays a significant role in promoting cells proliferation and differentiation in bone regeneration. Permeability is one of the factors that affect the function as it is able to extract waste and supply nutrients or oxygen. The aim of this study was to design different pore shapes and to simulate its fluid model in order to predict permeability value of the scaffold. There were few steps in this project which were scaffold design, fluid simulation analysis and permeability calculation. Three different pore shapes were designed, which were circle, triangle, and hexagon by using the Solidworks software. Each scaffold was designed by the combination of three unit cells. Then, Computational Fluid Dynamics (CFD) simulation in the Ansys Fluent software was conducted to obtain the pressure drop from the pressure distribution within the pores. The permeability of scaffold was obtained by applying Darcy's permeability formula at inlet velocity of 0.001 m/s, 0.01 m/s and 0.1 m/s. Based on the calculation, the permeability for hexagon pore shape were 3.96691x10-07 m2, 3.52 x10- 07 and 1.92 x10-07 for 0.001 m/s, 0.01 m/s and 0.1 m/s inlet velocity, respectively. Therefore, by increasing the inlet velocities, permeability decreased for all types of scaffolds. Furthermore. hexagon pore shape showed the highest permeability value when compared with triangle and circle’s pore shape. Nevertheless, all pore shapes demonstrated permeability values that within the range of natural bone permeability.
基于CFD模拟的不同孔隙结构骨支架透气性研究
支架在骨再生过程中对促进细胞增殖和分化具有重要作用。渗透性是影响功能的因素之一,因为它能够提取废物并提供营养或氧气。本研究的目的是设计不同的孔隙形状,并模拟其流体模型,以预测支架的渗透率值。本工程分为支架设计、流体模拟分析和渗透率计算三个步骤。利用Solidworks软件设计了圆形、三角形和六边形三种不同的孔隙形状。每个支架由三个单元格组合而成。然后在Ansys Fluent软件中进行计算流体动力学(CFD)仿真,从孔隙内压力分布得到压降。在进口速度为0.001 m/s、0.01 m/s和0.1 m/s时,应用Darcy渗透率公式计算支架的渗透率。计算得出,在0.001 m/s、0.01 m/s和0.1 m/s进口速度下,六边形孔隙形态的渗透率分别为3.96691x10-07 m2、3.52 x10-07和1.92 x10-07。因此,随着入口速度的增加,所有类型支架的渗透性都降低了。此外。六边形孔隙形态的渗透率高于三角形和圆形孔隙形态。然而,所有孔隙形态的渗透性值都在天然骨渗透性的范围内。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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