不同上颌骨弓形态正畸复发的有限元分析

Yuanyuan Li, MD, Yiting Shao, MD, Yansong Yu, MD, Yushan Ye, MD, Yingjuan Lu, PhD, Shaohai Chang, MD
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引用次数: 0

摘要

背景:正畸复发相当常见;然而,复发与牙弓形成之间的机制尚不清楚。本研究的目的是建立正畸治疗后不同牙弓形态的三维有限元模型,分析不同矢状面力作用下不同牙弓的状态。方法:通过计算不同牙弓形式的方程,并结合一个完整的上颌牙弓(14颗牙),建立方形、椭圆形和锥形牙弓的三维有限元模型;它们被设计成分别承受舌前力、内侧后力和联合力。结果:计算了不同载荷情况下牙体的von Mises应力和位移。在不同的强迫情景下,所有的切牙都有不规则的趋势,犬齿的倾斜度和侵入度增加,前磨牙有颊冠或舌冠倾斜甚至侵入的趋势。圆锥拱最稳定,位移最小,von Mises应力最小,卵圆拱次之;最不稳定的拱门是方形拱门。结论:为了获得稳定的正畸效果,应选择锥形或卵形弓,而不是方形弓作为治疗的最终结果。
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Finite Element Analysis of Orthodontic Relapse in Different Maxillary Arch Form
Background: Orthodontic relapse is fairly common; however, the mechanisms between relapse and the dental arch form remain unclear. The purpose of our study was to establish three-dimensional (3D) finite element models of different dental arch forms after orthodontic treatment and to analyze the states of different arches applied with various sagittal forces.Methods: By calculating the equations of different dental arch forms and combining them with a full maxillary arch (14 teeth), 3D finite element models of square, oval, and tapered dental arches were established; they were designed to be subjected to anterior lingual, posterior mesial, and combined forces, respectively.Results: The von Mises stress and displacement of teeth under different forces were calculated for each loading scenario. Under the different forcing scenarios, all incisors had irregularity trends, and the inclination and intrusion of the canines were increased, and the premolars had a tendency to buccal or lingual crown tipping or even intrusion in our study. The tapered arch was the most stable and had the smallest displacement and von Mises stress, followed by the ovoid arch; the most unstable arch was the square arch.Conclusions: To achieve a stable orthodontic effect, a tapered or ovoid arch, rather than a square arch, should be chosen as the final outcome of treatment.
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