Probability function of fatigue crack growth in case of material overloadingGubeljak, Nenad (Avtor) Legat, Janko (Avtor) utrujenostno širjenje razpokeverjetnostna funkcijaMarkov procesfatigue crack propagationprobability functionMarkov's processStudies of structural components under a fatigue environment including overloads are rather interesting in engineering practice today. One important task is to determine the probability distribution function in consideration of two failure modes by a selected fatigue load and overload level. The probability density function permits to evaluate of overloading under fatigue environment on the residual life or to predict the failure of a component. The fatigue crack propagation in case of overloading can be modeled by the Markov's process. The obtained probability functions describe the probability of retarded crack growth propagation as a consequence of the overload cycle.Inštitut za kovinske materiale in tehnologije19982015-07-10 20:00:42Delo ni kategorizirano53306UDK: 539.42:624.94OceCobissID: 31742209COBISS_ID: 92330ISSN pri članku: 1318-0010NUK URN: URN:SI:UM:DK:51ORJAZJsl