马氏体时效钢
材料科学
极限抗拉强度
疲劳极限
压力(语言学)
复合材料
抗压强度
应力集中
古德曼关系
断裂力学
语言学
哲学
作者
B. Wang,Zhong Jie Tian,Jing Qin,Zikuan Xu,Peng Zhang,Feng Shi,Xue Zhong Gu,Xiao Wu Li,Zhe Feng Zhang
标识
DOI:10.1002/adem.202300712
摘要
Herein, the high‐cycle fatigue behaviors of 18Ni maraging steel with different tensile strength in the stress ratio range from 0.1 to 0.5 are investigated, and compared with those at the stress ratio of −1. It is found that the relationship between the fatigue strength at the stress ratios of −1 and 0.1 and tensile strength is nonmonotonic, while the fatigue strength at the stress ratio of 0.5 improves as the tensile strength heightens. The tensile strength corresponding to the optimal fatigue strength state would change with the variation of the stress ratio, which is related to the alteration of key factors affecting the fatigue damage. Moreover, it is found that the Walker equation: σ aR = σ −1 ⋅ [(1 − R )/2] β gives reasonable results for the influence of stress ratio on the fatigue strength of 18Ni maraging steel.
科研通智能强力驱动
Strongly Powered by AbleSci AI