基于微ct数据的三维有限元分析评价不同桩体材料修复上颌中切牙的应力分布

IF 0.2 Q4 DENTISTRY, ORAL SURGERY & MEDICINE
Merve Yeniçeri Özata, Özkan Adıgüzel, Seda Falakaloğlu
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Using FEA, 100 N static force was applied in three directions with vertical (F1-0°), oblique (F2-45°), and horizontal (F3-90°) angles to the models whose restoration was completed. As a result of the applied forces, the stresses on the dentine model (Dm), post model (Pm), and the cement model in between the dentine and the post (Cm) were compared. \nResults: The maximum von Mises stress (σvm max) distribution under F1 for Dm was: ZP = 6,07888 MPa, TP = 6,35719 MPa and GFP = 6,81946 MPa. The σvm max distribution under the force F2 for Dm was: ZP = 26,6542 MPa, TP = 27,3694 MPa, and GFP = 28,4495 MPa. The σvm max distribution under the force F3 for Dm was: ZP = 34,7371 MPa, TP = 34,9828 MPa, and GFP = 35,287 MPa. \nThe σvm max distribution under the force F1 for Pm was: ZP = 17,0361 MPa, TP = 13,1567 MPa, and GFP = 7,85452 MPa. The σvm max distribution under the force F2 for Pm was: ZP = 73,7999 MPa, TP = 52,0089 MPa, and GFP = 25,9903 MPa. The σvm max distribution under the force F3 for Pm was: ZP = 78,8934 MPa, TP = 55,0424 MPa, and GFP = 27,1787 MPa. \nThe σvm max distribution under the force F1 for Cm was: ZP = 7,95074 MPa, TP = 6,66092 MPa, and GFP = 4,60832 MPa. The σvm max distribution under the force F2 for Cm was: ZP = 16,8296 MPa, TP = 16,8514 MPa, and GFP = 16,526 MPa. The σvm max distribution under the force F3 for Cm was: ZP = 17, 5577 MPa, TP = 16,891 MPa, and GFP = 16,5209 MPa. \nConclusion: In all three forces, the highest σvm max was at ZP, and the least was at GFP. ZP and TP accumulated forces internally rather than transmitting them to the tooth tissue. GFP distributed the forces more homogeneously to the dentine. \n  \nHow to cite this article: Yeniçeri Özata M, Adıgüzel Ö, Falakaloğlu S. Evaluation of stress distribution in maxillary central incisor restored with different post materials: A three-dimensional finite element analysis based on micro-CT data. 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引用次数: 0

摘要

目的:桩核修复体的发展是为了修复和再功能化牙髓治疗后的牙齿。如今,用于显示类似于实牙的应力分布的桩核材料仍在研究中。采用有限元应力分析(FEA)方法比较了锆桩(ZP)、钛桩(TP)和玻璃纤维桩(GFP)材料在上颌中切牙中的von Mises应力(σvm)分布。方法:采用微计算机断层扫描(µCT)对上颌中切牙进行重建,并建立三维模型。对这些模型分别应用了ZP、TP和GFP。采用复合树脂作为核心结构,陶瓷冠作为上层结构。通过有限元分析,在垂直(F1-0°)、倾斜(F2-45°)和水平(F3-90°)三个方向对修复完成的模型施加100 N静力。由于施加的作用力,比较了牙本质模型(Dm)、桩模型(Pm)以及牙本质与桩之间的水泥模型(Cm)的应力。结果:Dm在F1下的最大von Mises应力(σvm max)分布为:ZP = 6,07888 MPa, TP = 6,35719 MPa, GFP = 6,81946 MPa。Dm在F2力作用下的σvm max分布为:ZP = 26、6542 MPa, TP = 27、3694 MPa, GFP = 28、4495 MPa。Dm在F3力作用下的σvm max分布为:ZP = 34、7371 MPa, TP = 34、9828 MPa, GFP = 35287 MPa。Pm作用下的σvm max分布为:ZP = 17,0361 MPa, TP = 13,1567 MPa, GFP = 7,85452 MPa。Pm在F2力作用下的σvm max分布为:ZP = 73、7999 MPa, TP = 52、0089 MPa, GFP = 25、9903 MPa。Pm在F3力作用下的σvm max分布为:ZP = 78、8934 MPa, TP = 55、0424 MPa, GFP = 27、1787 MPa。Cm作用下的σvm max分布为:ZP = 7、95074 MPa, TP = 6、66092 MPa, GFP = 4、60832 MPa。Cm在F2力作用下的σvm max分布为:ZP = 16、8296 MPa, TP = 16、8514 MPa, GFP = 16526 MPa。Cm在F3力作用下的σvm max分布为:ZP = 17,5577 MPa, TP = 16,891 MPa, GFP = 16,5209 MPa。结论:三种作用力中,σvm max在ZP处最大,在GFP处最小。ZP和TP在内部积累力,而不是将其传递到牙齿组织。绿色荧光蛋白将力更均匀地分布在牙本质上。yeni eri Özata M, Adıgüzel Ö, Falakaloğlu S.不同桩体材料修复上颌中切牙应力分布的三维有限元分析。国际医学杂志,2011;11(3):149-57。https://doi.org/10.5577/intdentres.2021.vol11.no3.3语言修改:本手稿中的英语已由至少两名专业编辑检查,他们都是英语母语者。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evaluation of stress distribution in maxillary central incisor restored with different post materials: A three-dimensional finite element analysis based on micro-CT data
Aim: Post-core restorations have been developed to restore and re-functionalize endodontically treated teeth. Today, post-core materials used to show stress distribution similar to a solid tooth are still being researched. This study aimed to compare the von Mises stress (σvm) distributions created by the Zirconium post (ZP), Titanium post (TP), and Glass Fiber post (GFP) materials in the permanent maxillary central incisor using finite element stress analysis (FEA). Methodology: A permanent maxillary central incisor tooth scanned using microcomputed tomography (µCT) was reconstructed, and a three-dimensional model was created. To these models, ZP, TP, and GFP were applied. Composite resin was modeled as the core structure and ceramic crown as the superstructure. Using FEA, 100 N static force was applied in three directions with vertical (F1-0°), oblique (F2-45°), and horizontal (F3-90°) angles to the models whose restoration was completed. As a result of the applied forces, the stresses on the dentine model (Dm), post model (Pm), and the cement model in between the dentine and the post (Cm) were compared. Results: The maximum von Mises stress (σvm max) distribution under F1 for Dm was: ZP = 6,07888 MPa, TP = 6,35719 MPa and GFP = 6,81946 MPa. The σvm max distribution under the force F2 for Dm was: ZP = 26,6542 MPa, TP = 27,3694 MPa, and GFP = 28,4495 MPa. The σvm max distribution under the force F3 for Dm was: ZP = 34,7371 MPa, TP = 34,9828 MPa, and GFP = 35,287 MPa. The σvm max distribution under the force F1 for Pm was: ZP = 17,0361 MPa, TP = 13,1567 MPa, and GFP = 7,85452 MPa. The σvm max distribution under the force F2 for Pm was: ZP = 73,7999 MPa, TP = 52,0089 MPa, and GFP = 25,9903 MPa. The σvm max distribution under the force F3 for Pm was: ZP = 78,8934 MPa, TP = 55,0424 MPa, and GFP = 27,1787 MPa. The σvm max distribution under the force F1 for Cm was: ZP = 7,95074 MPa, TP = 6,66092 MPa, and GFP = 4,60832 MPa. The σvm max distribution under the force F2 for Cm was: ZP = 16,8296 MPa, TP = 16,8514 MPa, and GFP = 16,526 MPa. The σvm max distribution under the force F3 for Cm was: ZP = 17, 5577 MPa, TP = 16,891 MPa, and GFP = 16,5209 MPa. Conclusion: In all three forces, the highest σvm max was at ZP, and the least was at GFP. ZP and TP accumulated forces internally rather than transmitting them to the tooth tissue. GFP distributed the forces more homogeneously to the dentine.   How to cite this article: Yeniçeri Özata M, Adıgüzel Ö, Falakaloğlu S. Evaluation of stress distribution in maxillary central incisor restored with different post materials: A three-dimensional finite element analysis based on micro-CT data. Int Dent Res 2021;11(3):149-57. https://doi.org/10.5577/intdentres.2021.vol11.no3.3   Linguistic Revision: The English in this manuscript has been checked by at least two professional editors, both native speakers of English.  
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