口腔截骨成角与手术辅助快速腭扩张不对称扩张的关系:有限元分析。

IF 3.2
Jia-Hong Lin, Guan-Lin Wu, Chun-Kai Chiu, Steven Wang, Normand Boucher, Chun-Hsi Chung, Sylvain Chamberland, David R Musich, Anh D Le, Chenshuang Li
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引用次数: 0

摘要

目的:探讨口腔截骨成角术对手术辅助快速腭扩张(SARPE)模式的影响。材料和方法:利用Mimics、Geomagic和solidWorks软件,利用锥束计算机断层扫描(CBCT)图像构建具有Haas扩展器的上颌骨有限元分析(FEA)模型。制作1 mm厚的颊部截骨,与水平面的角度分别为0°、10°、20°和30°,以模拟双侧截骨角度的差异。在颊截骨间隙处放置弹簧以模拟骨痂的应变。在每个有限元分析场景下,在膨胀机顶螺杆水平处施加150牛顿的膨胀力后,在Ansys软件中对半腋下的膨胀模式进行评估。结果:差异为20°(0-20°;10-30°)和30°(0-30°)的情况导致显著的横向不对称扩张。在10°差异组中,0-10°组相对平行扩张,而10-20°和20-30°组呈v型扩张,前路扩大较多。结论:左右颊骨截骨术的角度差异较大,导致扩张后的横向和纵向尺寸不对称性增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relationship between buccal osteotomy angulation and asymmetric expansion in surgically assisted rapid palatal expansion: a finite element analysis.

Objectives: To investigate the effects of buccal osteotomy angulation on surgically assisted rapid palatal expansion (SARPE) patterns.

Materials and methods: A finite element analysis (FEA) model of the maxilla with Haas expander was constructed from a cone beam computed tomography (CBCT) image using Mimics, Geomagic, and solidWorks software. One-mm-thick buccal osteotomies were created with different combinations of 0°, 10°, 20°, and 30° from the horizontal plane to simulate differences in bilateral osteotomy angulation. Springs were placed at the buccal osteotomy gaps to mimic the strain of the bone callus. After applying 150 Newton of expansion force at the level of the expander jackscrew in each FEA scenario, the expansion pattern of the hemimaxillae was evaluated in Ansys software.

Results: Scenarios with 20° (0-20°; 10-30°) and 30° (0-30°) differences resulted in significant transverse asymmetric expansion. Among the groups with 10° difference, 0-10° resulted in relatively parallel expansion, while 10-20° and 20-30° experienced V-shaped expansion with more anterior widening.

Conclusions: A larger difference between the angulations of the left and right buccal osteotomies resulted in increased asymmetry in both the transverse and vertical dimensions after expansion.

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