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Mixed-Mode Stress Intensity Factors in a Homogeneous Orthotropic Medium Loaded by a Frictional Sliding Rigid Flat Stamp

机译:由摩擦滑动刚性平坦印章装载的均匀正交介质中的混合模式应力强度因子

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In this study, the crack problem for a homogeneous orthotropic medium loaded by a sliding rigid flat punch is considered. The homogeneous orthotropic medium is assumed to be a half-plane and is subjected to both normal and tangential forces through the sliding action of the punch. The crack on the homogeneous orthotropic medium is supposed to a depth of d and is parallel to the direction of the norma] force. The effect of the geometrical parameters and coefficient of friction on the mixed-mode stress intensity factors (mode I and mode II) is investigated using a computational approach using the finite element method. Augmented Lagrange method is used for the contact algorithm between the rigid flat punch and homogeneous orthotropic half-plane. This study may provide insight to the engineers in understanding the crack mechanisms in orthotropic materials in a comprehensive way and to identify early crack propagations under frictional loadings accurately.
机译:在该研究中,考虑了由滑动刚性平面冲头装载的均匀正交介质的裂纹问题。假设均匀的正交介质是半平面,并且通过冲头的滑动作用进行正常和切向。均相正交介质上的裂缝应该是D的深度,并且与Norma的方向平行。使用有限元方法研究了使用有限元方法的计算方法研究了几何参数和摩擦系数对混合模式应力强度因子(模式I和模式II)的影响。增强拉格朗日方法用于刚性平面冲头和均匀正交半平面之间的接触算法。本研究可以对工程师提供洞察,以全面了解正交材料的裂缝机制,并准确地识别摩擦载荷下的早期裂纹传播。

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