多孔性
脚手架
模数
材料科学
有限元法
组织工程
弹性模量
生物相容性
复合材料
压缩(物理)
几何学
生物医学工程
结构工程
数学
工程类
冶金
作者
Muhammad Azfar Noordin,Amir Putra,Md. Saad,Nor Hasrul,Akhmal Ngadiman,Syahirah Mustafa,Noordin Bin,Mohd Yusof,Azanizawati Ma’aram
标识
DOI:10.33263/briac112.88368843
摘要
Porosity plays a vital role in the development of tissue engineering scaffolds. It influences the biocompatibility performance of the scaffolds by increasing cell proliferation and allowing the transportation of the nutrients, oxygen, and metabolites in the blood rapidly to generate new tissue structure. However, a high amount of porosity can reduce the mechanical properties of the scaffold. Thus, this study aims to determine the geometry of the porous structure of a scaffold which exhibits good mechanical properties while maintaining its porosity at a percentage of more than 80%. Circle and square geometries were used since they are categorized as simple geometry. A unit cell of 12mm x 12mm x 12mm for square shape and pore area of 25π mm2 for circle shape was modeled and simulated by using Finite Element Analysis. The simulation consists of a compression test that determines which geometry exhibits better Young’s Modulus. Since the circle geometry has better Young’s Modulus, the pore size was furthered varied while maintaining the porosity of the scaffold to be above 80%. The same method of the simulation was done on the models. The result shows that the smallest pore size model has the highest Young’s Modulus, which still able to maintain the porosity at 80%.
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