Covariance between components of biaxial stress state in fatigue life calculations
暂无分享,去创建一个
In this paper influence of correlalions between components of random stress tensor on the calculated fatigue life of the machine element has been analysed. Two groups of covariance matrices for components of biaxial stress state were considered. The first group was arbitrarily assumed and the second one was determined on the basis of the measured strains in the element of the vibrating screen for aggregate. Computer simulation was realized with four criteria of multiaxial random fatigue. Cycles were counted with the method of rain flow and damages were cumulated according to Palmgren-Miner hypothesis. It has been shown that covariances between components of stress state tensor strongly influence the calculated fatigue life.
[1] Julius S. Bendat,et al. Engineering Applications of Correlation and Spectral Analysis , 1980 .
[2] W. Będkowski,et al. Maximum normal stress fatigue criterion applied to random triaxial stress state , 1987 .
[3] E. Macha,et al. Simulation investigations of the position of Fatigue Fracture Plane in materials with biaxial loads , 1989 .