PROBABILISTIC MINER'S RULE IN FATIGUE RELIABILITY

摘要

Firstly, constant amplitude P-S_a-S_m-N_c surface family is established. Secondly, four basic assumptions, i.e., monotonically increasing, non-coupling, separability and nonintersecting of fatigue damage accumulation are proposed from the viewpoint of both damage mechanics and fracture mechanics. Then the individual isodamage D-S_a-S_m-N surface under constant amplitude loading is constructed and the two-dimensional individual Miner's rule is derived. Consequently, the two-dimensional probabilistic Miner's rule (TPMiner) is established and proved for a population subjected to variable amplitude loading. Finally, with successfully experiment verification, TPMiner proves be to very useful and feasible in fatigue reliability theory.