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Experimental estimation of fatigue crack growth rate and study of stress ratio effect in thin aluminium alloy plates

机译:薄铝合金板疲劳裂纹裂纹生长速率的实验估算及应力比效应研究

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Fatigue crack growth rate (FCGR) is expressed in terms of ΔJ (cyclic J-integral), ΔCTOD (cyclic crack tip opening displacement) and ΔCMOD (cyclic crack mouth opening displacement) instead of ΔK (cyclic stress intensity factor) in the well-known Paris equation. Conducting several tests on CT specimens made of aluminium alloy with specific chemical composition and having 2.9mm thickness according to standard test method ASTM E647, the proposed model is examined. The experimental results show that ΔJ and ΔCTOD, contrary to ΔK and ΔCMOD which are constant in R-ratio variations, vary with the variations of R-ratio in the range R=0.3 to R=0.6. Therefore, there is no need to enter R parameter directly in the well-known Paris equation if ΔJ or ΔCTOD parameter is used instead of ΔK in this equation. The constants of these equations are independent of loading unlike the constants of Paris equation. Finite element analysis is also performed and the results are compared with the experimental results.
机译:疲劳裂纹裂纹生长速率(FCGR)以ΔJ(循环J-积分),Δctod(循环裂缝尖端开口位移)和ΔCmod(循环裂缝口开口位移)而不是ΔK(循环应力强度因子)而不是ΔK(循环应力强度因子)而表示已知的巴黎方程。对具有特定化学成分制成的CT标本进行多次测试,并根据标准测试方法具有2.9mm厚度ASTM E647,所提出的模型进行了检查。实验结果表明,与ΔK和ΔCmod相反,Δj和Δctod在r比变化中恒定,而R = 0.3至r = 0.6的R = 0.6的变化变化。因此,如果在该等式中使用Δj或Δctod参数而不是Δk,则不需要在众所周知的巴黎方程中输入R参数。与巴黎方程的常数不同,这些等式的常数与装载无关。还进行有限元分析,并将结果与​​实验结果进行比较。

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