Finite element modeling of an intact and cracked mandibular second molar under quantitative percussion diagnostics loading.

IF 4.3 2区 医学 Q1 DENTISTRY, ORAL SURGERY & MEDICINE
Jie Shen, Nasrin Taheri-Nassaj, Cherilyn G Sheets, James C Earthman
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引用次数: 0

Abstract

Statement of problem: Quantitative percussion diagnostics (QPD) has been devised to nondestructively evaluate the mechanical integrity of human teeth and implants, the mechanical integrity of the underlying bone, and the presence of cracks, but the mechanism is not clearly understood.

Purpose: The purpose of this study is to better understand the dynamic behavior of a tooth under conditions consistent with QPD by focusing on physiologically accurate 3D finite element models of a human mandibular second molar with surrounding tissues.

Material and methods: Finite element analysis (FEA) was used to study the force response of dental structures measured by the sensor in a QPD handpiece. A defect-free (intact) and a cracked tooth model containing a vertical crack involving enamel, dentin, periodontal ligament, bone, and the QPD percussion rod were used for this purpose. Different crack gap spaces were studied for comparison. The FEA model was validated with clinical QPD data for a second mandibular molar containing a vertical crack that subsequently had to be extracted. The location and size of the vertical crack was determined once the tooth was extracted.

Results: The present FEA results exhibited features consistent with those of corresponding clinical data, thus verifying the model. An examination of the relative acceleration of the crack faces with respect to each other revealed that an oscillation between the crack surfaces results in secondary peaks in the QPD energy return response compared with that of an intact tooth.

Conclusions: The present FEA modeling can generate simulated QPD results that exhibit established distinguishing characteristics in clinical QPD data for intact and cracked second mandibular molars. The model results also give insight into how QPD detects the presence of cracks and show that the oscillation of crack surfaces can produce the multipeak QPD results for a cracked molar observed clinically.

在定量叩诊加载条件下,对完整和破裂的下颌第二磨牙进行有限元建模。
问题陈述:目的:本研究的目的是通过对人类下颌第二磨牙及其周围组织的生理学精确三维有限元模型的研究,更好地了解牙齿在符合 QPD 条件下的动态行为:有限元分析(FEA)用于研究 QPD 手机中的传感器测量的牙齿结构的力响应。为此,我们使用了一个无缺损(完好无损)的牙齿模型和一个包含垂直裂纹的裂纹牙齿模型,裂纹涉及牙釉质、牙本质、牙周韧带、牙槽骨和 QPD 打击杆。对不同的裂缝间隙进行了比较研究。有限元分析模型与包含垂直裂纹的第二下颌臼齿的临床 QPD 数据进行了验证,该臼齿随后不得不拔除。结果:本有限元分析结果显示的特征与相应的临床数据一致,从而验证了模型。对裂纹面之间的相对加速度进行检查后发现,与完整牙齿相比,裂纹面之间的振荡会导致 QPD 能量回馈响应出现次峰值:本有限元分析模型可生成模拟 QPD 结果,这些结果显示了完整和有裂纹的下颌第二磨牙临床 QPD 数据的既定区别特征。模型结果还让我们了解了 QPD 如何检测裂纹的存在,并表明裂纹表面的振荡可以产生临床上观察到的裂纹臼齿的多峰 QPD 结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Prosthetic Dentistry
Journal of Prosthetic Dentistry 医学-牙科与口腔外科
CiteScore
7.00
自引率
13.00%
发文量
599
审稿时长
69 days
期刊介绍: The Journal of Prosthetic Dentistry is the leading professional journal devoted exclusively to prosthetic and restorative dentistry. The Journal is the official publication for 24 leading U.S. international prosthodontic organizations. The monthly publication features timely, original peer-reviewed articles on the newest techniques, dental materials, and research findings. The Journal serves prosthodontists and dentists in advanced practice, and features color photos that illustrate many step-by-step procedures. The Journal of Prosthetic Dentistry is included in Index Medicus and CINAHL.
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