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上颌中切牙多孔金属牙桩的设计及有限元分析
引用本文:尤左令,彭伟,郑园娜,袁振飞.上颌中切牙多孔金属牙桩的设计及有限元分析[J].华南农业大学学报(社会科学版),2015,33(5).
作者姓名:尤左令  彭伟  郑园娜  袁振飞
作者单位:1.特种装备制造与先进加工技术教育部/浙江省重点实验室(浙江工业大学),浙江杭州 310014: 2.浙江中医药大学口腔医学院,浙江杭州 310053:3.衢州市人民医院,浙江衢州 324000
摘    要:为了设计一种表面带有多孔结构的金属牙桩,比较多孔金属牙桩和铸造桩修复上颌中切牙后的应力分布,采用 上颌中切牙建立多孔金属牙桩修复后的三维有限元模型,牙桩的表面设计成孔隙率分别为15. 5%,26. 2%,40. 2%, 59. 2%的多孔结构,并进行有限元分析。分析表明随着牙桩表面多孔结构的孔隙率增加,牙根上的最大主应力增加,牙 桩内部实心结构和外部多孔结构的等效应力增加,多孔结构的等效应力大于实心结构的等效应力。研究得出结论:孔隙 率可以调整降低金属牙桩表面的弹性模量和抗压强度,有利于保护牙根。

关 键 词:多孔金属牙桩  孔隙率  有限元分析  应力分布

Design and Finite Element Analysis of Upper Incisor with Porous Metal Post-Cores
YOU Zuolingl,PENG Wejl,ZHEN Yuann,YUAN henfej.Design and Finite Element Analysis of Upper Incisor with Porous Metal Post-Cores[J].Journal of South China Agricultural University:Social Science Edition,2015,33(5).
Authors:YOU Zuolingl  PENG Wejl  ZHEN Yuann  YUAN henfej
Institution:l. Key Laboratory of E&M ( Zhejiang University of Technology) , Ministry of Education & Zhejiang Province , Hangzhou 310014 . China ; 2. College of Stomatology , Zhejiang Chinese Medical University , Hangzhou 310053 . China ; 3 . Quzhou People 's Hospitol , Quzhou , Zhejiang 324000 , China
Abstract:To design a kind of post-core with porous structures above its surface. the stress distribution of upper incisor restored with porous metal post-cores was compared in different structures. The 3D finite element models of the upper incisor with reparingporous metal post-cores was constructed. The surface of metal post-cores was designed in four porosities of 15. 5% . 26. 2% . 40. 2% . 59. 2% .and the finite element analysis was carried out. The results show that with the increase of porosity of post-cores' surface. the maximum stress of dentin increases. and the maximum stress of solid part and porous part increase. but the maximum mise stress of porous structures was higher than solid structures. It is concluded that porosity decreases elastic modulus and compressive strength of metal post-cores, which can protect root in a better way.
Keywords:porous  metal  post-core  porosity  finite  element  analysis( FEA)      stress  distribution
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