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不同桩径下颌第一前磨牙的有限元分析

FEM analysis of the mandibular first premolar with different post diameters.

机构信息

Department of Dentistry, Kaohsiung Medical University Hospital, No.100, Tz-you 1st Rd., Kaohsiung, 807, Taiwan.

出版信息

Odontology. 2011 Jul;99(2):148-54. doi: 10.1007/s10266-011-0011-8. Epub 2011 Apr 14.

Abstract

Several reports have pointed out that endodontically treated teeth can lack strength, and that the teeth can be reinforced using posts. However, it has not been clear how to select posts that meet the needs of most clinical situations, particularly in terms of the post diameter, which has a major influence on the occurrence of root fracture. The purpose of this study was to analyze the stress distributions of posts of various diameters during masticatory loads using a finite element method. A 3-dimensional (3D) finite element model of a lower first premolar was developed. We used the image software Geomagic Studio (3D Digital 2002; Geomagic, Research Triangle Park, NC, USA) to reduce the post diameter by 6 ratios to a root diameter of 20, 30, 40, 50, 60, and 80% and then individually implemented them into the root of a tooth. A chewing static force of 100 N was applied as a 45° diagonal load on the buccal cusp tip, and the σ(von Mises) and σ(max) stresses were calculated. Analysis of the σ(von Mises) values revealed that the stresses were concentrated in the middle 1/3 of both the post and the root surface for all models, as were the σ(max) values. The results also indicated that when the diameter of the post was 50% of that of the root, the stress distributions of the post and the root surface were most favorable. In conclusion, the clinical implications of the results will need to be further studied and discussed.

摘要

有几份报告指出,经过根管治疗的牙齿可能会缺乏强度,可以通过使用桩来增强牙齿。然而,如何选择满足大多数临床情况需求的桩,尤其是在对牙根折断有重大影响的桩直径方面,仍不明确。本研究旨在通过有限元法分析不同直径的桩在咀嚼负荷下的应力分布。建立了下颌第一前磨牙的三维(3D)有限元模型。我们使用图像软件 Geomagic Studio(3D Digital 2002;Geomagic,Research Triangle Park,NC,USA)将桩直径减少到根直径的 6 个比例,分别为 20%、30%、40%、50%、60%和 80%,然后单独将其植入牙根管。在颊尖上施加 100N 的咀嚼静态力作为 45°对角载荷,并计算 σ(von Mises)和 σ(max)应力。σ(von Mises)值分析表明,对于所有模型,应力集中在桩和根表面的中间 1/3 处,而 σ(max)值也是如此。结果还表明,当桩的直径为根直径的 50%时,桩和根表面的应力分布最为有利。总之,需要进一步研究和讨论这些结果的临床意义。

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