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Investigation of the Optimal Design of Orthodontic Mini-Implant Based on the Primary Stability: a Finite Element Study

机译:基于主要稳定性的正畸微型植入物优化设计研究:有限元研究

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Background: The design of an orthodontic mini-implant is a significant factor in determining its primary stability and therefore its clinical success. The purpose of this study was to measure the relative influence of mini-implant design factors including diameter, length, degree and length of taper both in the threaded and non-threaded area, pitch and thread depth/diameter on the primary stability. Methods: Thirty two 3-dimensional assemblies of mini-implant models with their surrounding bone were generated using finite element analysis software. The maximum displacement of each mini-implant model was measured as they were loaded with a 2 N horizontal force. Employing Taguchia??s design of experiments as a statistical method, the contribution of each design factor to primary stability was calculated. As the effect of the upper diameter and length was abundant, to better detect the impact of the remaining design factors, another set of twenty five models with a fixed amount of length and diameter was generated and evaluated. Results: The diameter and length showed a great impact on the primary stability in the first set of experiments (p&0.05). The effect of the remaining factors was not statistically significant. According to the second set of experiments, threaded taper angle, non-threaded taper angle and non-threaded taper length were the main factors influencing the primary stability, respectively. Conclusion: An approximate proportion of 20% of threaded taper length to MI length, with minimum taper angle, would be desirable for an average-sized MI.
机译:背景:正畸微型植入物的设计是决定其主要稳定性并因此决定其临床成功的重要因素。这项研究的目的是测量微型植入物设计因素的相对影响,包括直径,长度,带螺纹和无螺纹区域的锥度和长度,螺距和螺纹深度/直径对主要稳定性的影响。方法:使用有限元分析软件生成了32个3维微型植入物模型及其周围骨骼的组件。当每个微型植入物模型承受2 N的水平力时,测量其最大位移。采用Taguchia的实验设计作为一种统计方法,计算了每个设计因素对一次稳定性的贡献。由于上部直径和长度的影响丰富,为了更好地检测其余设计因素的影响,生成并评估了另一组二十五个具有固定长度和直径的模型。结果:在第一组实验中,直径和长度对初级稳定性有很大的影响(p <0.05)。其余因素的影响没有统计学意义。根据第二组实验,螺纹锥角,非螺纹锥角和非螺纹锥长分别是影响一次稳定性的主要因素。结论:对于中等尺寸的MI,理想的是螺纹锥度长度占MI长度的20%,且锥度角最小。

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