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Theoretical approach to determine dynamic fatigue strength characteristics of ceramics under variable loading rates on the basis of SCG concept

机译:基于SCG概念的可变加载率下陶瓷动态疲劳强度特征的理论方法

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This paper presents a theoretical approach to determine the dynamic fatigue strength characteristics of ceramics under variable loading rates on the basis of the slow crack growth (SCG) concept. First, a probabilistic effective inert strength model was derived on the basis of the SCG concept in conjunction with the Weibull distribution for ceramics subjected to multi-stage loading. Second, a four-point bending test was conducted on Al2O3 under constant and two-stage variable loading rates, and the fracture surface was then observed. The experimental data that depend on loading rates can be unifiedly evaluated after converting the data to the effective inert strength, obeying the three-parameter Weibull distribution. In addition, the Weibull plots of the inert strength, which were calculated from the inclusion size on the fracture surface using the grain fracture model, showed good agreement with the three-parameter Weibull distribution for the converted effective inert strength. These analytical results theoretically indicate that dynamic fatigue under variable loading rates occurs by obeying SCG at the inclusion. Further, the inert strength and its scatter depend on the size and distribution of inclusions.
机译:本文介绍了基于缓慢裂纹增长(SCG)概念的可变加载率下陶瓷动态疲劳强度特性的理论方法。首先,基于SCG概念的基于SCG概念与对多级负载进行多级负载的陶瓷的威布尔分布来得出概率的有效惰性强度模型。其次,在恒定和两级可变加载速率下对Al 2 O 3进行四点弯曲试验,然后观察到断裂表面。在将数据转换为有效惰性强度之后,可以统一评估依赖加载速率的实验数据,遵循三参数Weibull分布。另外,使用谷物骨折模型从裂缝表面上的夹杂物尺寸计算的惰性强度的莫布曲线图表现出与转换后的有效惰性强度的三参数Weibull分布良好。这些分析结果理论上表明通过遵守包含的SCG来发生可变加载率下的动态疲劳。此外,惰性强度及其散射取决于夹杂物的尺寸和分布。

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