材料科学
前磨牙
冯·米塞斯屈服准则
有限元法
极限抗拉强度
压力(语言学)
咬合力商
复合材料
臼齿
变形(气象学)
口腔正畸科
牙周纤维
下颌第一磨牙
尖点(奇点)
牙科
结构工程
医学
数学
哲学
几何学
工程类
语言学
作者
Alois Schmid,Thomas Strasser,Martin Rosentritt
出处
期刊:International Journal of Prosthodontics
[Quintessence Publishing]
日期:2021-02-24
卷期号:36 (4): 436-442
被引量:5
摘要
To investigate the influence of occlusal interference using finite element analysis (FEA).The FEA model designed for this study centered on an all-ceramic, bilayered, fixed partial denture (FPD) retained on the maxillary first premolar and first molar, with the second premolar replaced by a pontic. The surrounding structures-such as the neighboring teeth, antagonists, and periodontium-were modeled. Four different loading cases were designed at occlusal interferences of 0, 8, 12, and 24 μm and were loaded by a simulated bite force of 300 N. Principal and von Mises stresses, as well as strain, were evaluated for all included structures.For interferences of 12 and 24 μm, failure-relevant tensile stresses in the veneering layer were observed at the occlusal surfaces. Stress found in the zirconia FPD did not reach fatigue or flexural strength for any test load.Peak tensile stress was observed in close proximity to occlusal contact points, increasing with increasing occlusal interference. The FEA results suggest that the majority of occlusal stress is absorbed by the deformation of the periodontal ligament. Framework failure caused by the simulated interferences was not expected. Surface defects may ultimately lead to failure due to fracture or chipping, especially in cases of weaker ceramics or veneering.
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