拓扑优化
冯·米塞斯屈服准则
有限元法
松质骨
植入
牙种植体
材料科学
生物医学工程
还原(数学)
拓扑(电路)
计算机科学
结构工程
数学
工程类
几何学
医学
外科
组合数学
作者
Yash Vardhana Gupta,Rohit Iyer,Vamsi Krishna Dommeti,Emil Nuțu,Masud Rana,Ali Merdji,Jayanta Kumar Biswas,Sandipan Roy
标识
DOI:10.1177/0954411920967146
摘要
Ever since the introduction of topology optimization into the industrial and manufacturing fields, it has been a top priority to maximize the performance of any system by optimizing its geometrical parameters to save material while keeping its functionality unaltered. The purpose of this study is to design a dental implant macro-geometry by removing expendable material using topology optimization and to evaluate its biomechanical function. Three-dimensional finite element models were created of an implant embedded in cortical and cancellous bone. Parameters like the length and diameter of the implant and the bone quality (±20% variation in Young’s modulus, Poisson’s ratio and density for both cortical and cancellous bone) were varied to evaluate their effect on the principal stresses induced on the peri-implant bone tissues and the micromotion of the implant at 150 N applied load. Design optimization is used to select one suitable implant for each material property combination with optimum parameters that experiences the least von Mises stress and axial deformation, out of twenty implants with different length and diameter for each material property combination. Topology optimization was then used on the selected implants to remove the redundant material. The biomechanical functions of the implants with optimized parameter and volume were then evaluated. The finite element analyses estimated that a reduction of 32% to 45% in the implant volume is possible with the implant still retaining all of its functionality.
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