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Collinear cracks in a layered half-plane with a graded nonhomogeneous interfacial zone—Part II: Thermal shock response

机译:具有渐变非均匀界面区域的分层半平面中的共线裂纹—第二部分:热冲击响应

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摘要

In Part I of the paper, the problem of collinearcracks in a layered half-plane with a graded nonhomogeneousinterfacial zone was investigated under mechanical loading andthe cracking behavior was addressed by evaluating the stressintensity factors as functions of various geometric and materialparameters. In Part II, the solution framework is extended to theproblem of thermal shock on the basis of uncoupled, quasi-staticthermoelasticity. The interfacial zone, in this case, is assumed tohave the graded thermoelastic properties. Using the principle ofsuperposition, a system of singular integral equations is solvedsubjected to equivalent crack surface tractions obtained from thetransient thermoelasticity solution for a uncracked medium. Mainresults presented are the transient thermal stress intensity factorsof collinear cracks to illustrate the parametric effects ofgeometric and material combinations of the layered medium withthe thermoelastically graded interfacial zone.
机译:在本文的第一部分中,研究了在机械载荷下具有渐变非均匀界面区域的分层半平面中的共线裂纹问题,并通过评估应力强度因子作为各种几何参数和材料参数的函数来解决裂纹行为。在第二部分中,基于非耦合的准静态热弹性,解决方案框架扩展到了热冲击问题。在这种情况下,假定界面区域具有渐变的热弹性性能。利用叠加原理,求解了一个奇异积分方程组,该奇异积分方程组受到了从无裂纹介质的瞬态热弹性解获得的等效裂纹表面牵引力的影响。给出的主要结果是共线裂纹的瞬态热应力强度因子,以说明具有热弹性渐变界面区域的层状介质的几何和材料组合的参数效应。

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