首页> 外文会议>Symposium of the Fretting Fatigue:Advances in Basic Understanding and Application >Stress Intensity Factors K_Ⅰ and K_Ⅱ of Oblique Through Thickness Cracks in a Semi-Infinite Body Under Fretting Fatigue Conditions
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Stress Intensity Factors K_Ⅰ and K_Ⅱ of Oblique Through Thickness Cracks in a Semi-Infinite Body Under Fretting Fatigue Conditions

机译:压力强度因子K_Ⅰ和K_Ⅱ通过半无限体内厚度裂缝在烦恼条件下的厚度裂缝

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摘要

In this paper the formulas for calculating K_Ⅰ and K_Ⅱ of an oblique crack under fretting fatigue loading conditions have been derived. The scheme of the formulation is based on a method using Green's functions and the principle of superposition, i.e. the Green's functions have been obtained through boundary element analysis for normal and tangential localized forces on oblique crack faces and superimposed their results to calculate two components of mode Ⅰ and Ⅱ. The formulas for K_Ⅰ and K_Ⅱ were expressed as functions of crack angle, crack length and applied loading conditions, such as bulk fatigue stress, contact pressure distribution and friction stress distribution. A user-friendly program based on these formulas, then, has been developed to compute the values of stress intensity factors K_Ⅰ and K_Ⅱ under arbitrary fretting fatigue conditions. The values of stress intensity factors for both normal and oblique cracks have been illustrated as examples to understand the effects of crack angle and pad load distribution.
机译:在本文中已经导出了磨蚀疲劳载荷条件下计算的倾斜裂纹的K_Ⅰ和K_Ⅱ的公式。制剂的方案是基于一种方法,使用格林函数和叠加原理,即,格林函数已经通过对倾斜裂纹面法向和切局部力边界元分析获得的并叠加他们的结果来计算的模式下的两个分量ⅰ,ⅱ。为K_Ⅰ和K_Ⅱ公式表示为裂纹角,裂纹长度的功能和施加的负载的条件下,如本体的疲劳应力,接触压力分布和摩擦应力分布。基于这些公式的用户友好的程序,然后,已被开发,以计算任意磨蚀疲劳条件下的应力强度因子K_Ⅰ和K_Ⅱ的值。的应力强度因子为正常和倾斜裂纹的值已被示出为示例来理解裂纹角和垫载荷分布的影响。

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