首页> 外文会议>ASME (American Society of Mechanical Engineers) Turbo Expo 2002: Ceramics Industrial and Cogeneration Structures and Dynamics >POWER LAW VERSUS EXPONENTIAL FORM OF SLOW CRACK GROWTH OF ADVANCED STRUCTURAL CERAMICS ― DYNAMIC FATIGUE
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POWER LAW VERSUS EXPONENTIAL FORM OF SLOW CRACK GROWTH OF ADVANCED STRUCTURAL CERAMICS ― DYNAMIC FATIGUE

机译:先进结构陶瓷慢裂纹扩展的幂律对指数形式-动态疲劳

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The life prediction analysis based on an exponential crack velocity formulation was examined using a variety of experimental data on glass and advanced structural ceramics in constant stress-rate ("dynamic fatigue") and preload testing at ambient and elevated temperatures. The data fit to the strength versus ln (stress rate) relation was to found be very reasonable for most of the materials. It was also found that preloading technique was equally applicable for the case of slow crack growth (SCG) parameter n>30. The major limitation in the exponential crack velocity formulation, however, was that an inert strength of a material must be known priori to evaluate the important SCG parameter n, a significant drawback as compared to the conventional power-law crack velocity formulation.
机译:在玻璃和高级结构陶瓷上以恒定应力速率(“动态疲劳”)进行的各种实验数据以及在环境温度和高温下的预载荷测试中,使用了基于指数裂纹速度公式的寿命预测分析。对于大多数材料而言,符合强度与ln(应力率)关系的数据非常合理。还发现预加载技术同样适用于慢速裂纹扩展(SCG)参数n> 30的情况。但是,指数裂纹速度公式的主要限制在于,必须事先知道材料的惰性强度才能评估重要的SCG参数n,与常规幂律裂纹速度公式相比,这是一个明显的缺点。

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