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Stress intensity factors for the Brazilian disc with a short central crack: Opening versus closing cracks

机译:具有短中心裂纹的巴西圆盘的应力强度因子:开口与闭合裂缝

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摘要

Closed form expressions are obtained for the stress intensity factors (SIFs) in case of a Brazilian disc with a short central crack, the length of which does not exceed one fifth of the disc radius. The disc is loaded by uniform radial pressure along two finite symmetric arcs of its periphery. The solution is achieved using the method of complex potentials introduced by Kolosov and Muskhelishvili. The advantage of the expressions obtained is that they are valid both for cracks under opening mode as well as for closing cracks. For the first case (opening cracks) the results of the present study are compared with existing approximate solutions and it is concluded that the agreement is excellent as long as the length of the crack remains relatively small compared to the radius of the disc. Regarding the case of a closing mode crack the procedure proposed here (based on a recent alternative approach of the cracked Brazilian disc) leads to a physically acceptable deformed crack shape instead to an unnatural crack with overlapped lips. At the same moment the dependence of the SIFs on the properties of the material is eliminated. (C) 2011 Elsevier Inc. All rights reserved.
机译:对于中心裂纹较短的巴西圆盘,其应力长度因子不超过圆盘半径的五分之一,可以得到应力强度因子(SIF)的闭式表达式。圆盘沿其外围的两个有限对称圆弧承受均匀的径向压力。该解决方案是使用Kolosov和Muskhelishvili引入的复数势方法实现的。所获得的表达式的优点在于,它们对于打开模式下的裂纹以及闭合裂纹均有效。对于第一种情况(开裂裂纹),将本研究的结果与现有的近似解决方案进行比较,得出的结论是,只要裂纹的长度与圆盘的半径相比保持相对较小,一致性就非常好。关于闭合模式裂纹的情况,此处提出的程序(基于最近的巴西裂纹盘的替代方法)导致了物理上可接受的变形裂纹形状,而不是嘴唇重叠的不自然裂纹。同时,消除了SIF对材料性能的依赖性。 (C)2011 Elsevier Inc.保留所有权利。

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