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Comparing the long term behaviour of tough polyethylenes by craze testing

机译:通过裂纹测试比较坚韧聚乙烯的长期行为

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The initiation, growth and final failure of a craze at the site of a flaw is known to precede slow crack growth under low constant load in polyethylene pipe. Most established slow crack growth tests rely on being able to generate high constraint at the crack tip in order to promote damage and micro-voiding. However, for recently developed PE80 and PE100 type grades of polyethylene, such methods cannot achieve constrained brittle fracture due to extensive crack tip blunting and the formation of large crack tip craze zones, thus invalidating the use of a conventional fracture mechanics analysis. An experimental method is described here wherein deep notched tensile specimens are used to analyse craze behaviour in tough polyethylenes under plane strain conditions. Under constant load conditions, stress - time characteristics of the craze provide good discrimination between various grades within acceptable times. Under constant speed conditions, traction - separation properties of the craze have been measured directly, yielding a rate and temperature dependent work of separation(γ) which may be thought of as equivalent to G_c. Rate dependent trends in γ distinguish well between the grades allowing assessment of long term properties. The intrinsic physical justification of the method lies in the measurement and analysis of separation properties locally at the craze interface. A cohesive zone modelling technique using the 'Finite Volume' method is introduced indicating how the results may be applied to the prediction of slow crack growth in other geometries.
机译:已知缺陷部位在缺陷部位的启动,生长和最终失效,以在聚乙烯管中的低恒定载荷下在缓慢裂纹生长之前。大多数建立的缓慢裂纹增长试验依赖于能够在裂缝尖端产生高约束,以促进损坏和微空隙。然而,对于最近开发的PE80和PE100型聚乙烯等级,由于广泛的裂纹尖端钻孔和大裂纹尖端发热区域的形成,这种方法不能达到约束的脆性断裂,从而使得传统裂缝力学分析的使用使得使用。这里描述了一种实验方法,其中在平面应变条件下使用深缺口拉伸样品来分析坚硬的聚乙烯中的雷泽行为。在恒定负载条件下,潮流的应力时间特征在可接受的时间内各种等级之间提供良好的歧视。在恒定速度条件下,已经直接测量了激光的牵引性质,从而产生了可以认为与G_C等同的分离(γ)的速率和温度依赖性工作。 γ依赖性趋势γ区分允许评估长期特性的等级。该方法的内在物理理由在于在陶裂界面本地局部的分离特性的测量和分析。引入了使用“有限体积”方法的粘结区建模技术,指示结果如何应用于其他几何形状中的缓慢裂纹生长的预测。

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