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Fatigue crack-growth behavior of materia1s in viscous fluid environments

机译:材料在粘性流体环境中的疲劳裂纹扩展行为

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The potent effect of the hydrodynamic pressure developed in the wake of a crack growing under cyclic loads in a viscous fluid environment is considered. While existing semi-analytical solutions provide an estimate of the hydrodynamic pressure effect, they are inherently restricted by the assumption of specific crack opening profiles. To correct this limitation and to extend the study to a complete range of materials and fluid environments, a fully consistent numerical approach was developed. A self consistent fracture mechanics solution procedure is derived initially for atomistically sharp cracks in brittle materials, and then extended to include the effect of crack tip blunting in more ductile materia1s. Three important dimensionless parameters are identified through which effects of various physical properties on crack-growth behavior can be examined. These include specimen geometry, material properties, fluid viscosity and cyclic loading conditions. General plots are constructed spanning wide ranges of these dimensionless parameters so that the hydrodynamic pressure contribution to crack-growth rates can easily be estimated for a complete range of materials, fluid environments and loading parameters.
机译:考虑了在粘性流体环境中循环载荷作用下裂纹扩展后产生的流体动力压力的有效作用。尽管现有的半解析解提供了流体动力压力效应的估计值,但它们固有地受到特定裂缝开口轮廓的假设的限制。为了纠正这一局限性并将研究扩展到材料和流体环境的完整范围,开发了一种完全一致的数值方法。最初针对脆性材料中的原子性尖锐裂纹推导了一种自洽的断裂力学解决方法,然后扩展到包括在更易延展的材料中裂纹尖端钝化的影响。确定了三个重要的无量纲参数,通过这些参数可以检查各种物理性质对裂纹扩展行为的影响。其中包括样品的几何形状,材料特性,流体粘度和循环载荷条件。可以在这些无因次参数的广泛范围内构建通用图,从而可以轻松地估算出材料,流体环境和载荷参数的完整范围内的流体动力压力对裂纹扩展速率的贡献。

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