Placido Eliane, Meira Josete B C, Lima Raul González, Muench Antonio, de Souza Roberto Martins, Ballester Rafael Yagüe
Department of Dental Materials, School of Dentistry, University of São Paulo, São Paulo, Brazil.
Dent Mater. 2007 Sep;23(9):1086-92. doi: 10.1016/j.dental.2006.10.002. Epub 2006 Nov 22.
This study aimed at comparing the stress distribution in shear and micro-shear test set-ups using finite element analysis, and suggesting some parameter standardization that might have important influence on the results.
Two-dimensional plane strain finite element analysis was performed using MSCPatran and MSCMarc softwares. Model configurations were based on published experimental shear and micro-shear test set-ups and material properties were assumed to be isotropic, homogeneous and linear-elastic. Typical values of elastic modulus and Poisson's ratios were assigned to composite, dentin and adhesive. Loading conditions considered a single-node concentrated load at different distances from the dentin-adhesive interface, and proportional geometry (1:5 scale, but fixed adhesive layer thickness in 50microm) with similar calculated nominal strength. The maximum tensile and shear stresses, and stress distribution along dentin-adhesive interfacial nodes were analyzed.
Stress distribution was always non-uniform and greatly differed between shear and micro-shear models. A pronounced stress concentration was observed at the interfacial edges due to the geometric change: stress values farther exceeded the nominal strength and tensile stresses were much higher than shear stresses. For micro-shear test, the relatively thicker adhesive layer and use of low modulus composites may lead to relevant stress intensification. An appropriate loading distance was established for each test (1mm for shear and 0.1mm for micro-shear) in which stress concentration would be minimal, and should be standardized for experimental assays.
The elastic modulus of bonded composites, relative adhesive layer thickness and load application distance are important parameters to be standardized, once they influence stress concentration.
本研究旨在通过有限元分析比较剪切和微剪切试验装置中的应力分布,并提出一些可能对结果有重要影响的参数标准化建议。
使用MSCPatran和MSCMarc软件进行二维平面应变有限元分析。模型配置基于已发表的实验性剪切和微剪切试验装置,材料特性假定为各向同性、均匀且线弹性。将弹性模量和泊松比的典型值赋予复合材料、牙本质和粘结剂。加载条件考虑在距牙本质-粘结剂界面不同距离处的单节点集中载荷,以及具有相似计算名义强度的比例几何形状(1:5比例,但粘结剂层厚度固定为50微米)。分析了最大拉应力和剪应力以及沿牙本质-粘结剂界面节点的应力分布。
应力分布始终不均匀,剪切模型和微剪切模型之间有很大差异。由于几何形状变化,在界面边缘观察到明显的应力集中:应力值远超过名义强度,拉应力远高于剪应力。对于微剪切试验,相对较厚的粘结剂层和低模量复合材料的使用可能导致相关的应力强化。为每个试验确定了一个合适的加载距离(剪切试验为1毫米,微剪切试验为0.1毫米),在此距离下应力集中最小,并且应该为实验分析进行标准化。
粘结复合材料的弹性模量、相对粘结剂层厚度和加载距离是需要标准化的重要参数,因为它们会影响应力集中。