We consider a time-to-failure of a technical object or system and a special model of its abrupt degradation caused by a random shock. It is assumed that the consequence of such an event is the shift of 'virtual' age of the object forward, i.e. the reduction of its survival time. We present a method of statistical analysis of the case, maximum likelihood estimation and the consistency of the shift estimate under both parametric (e.g. Weibull) and non-parametrized models of time-to-failure. The examples deal with simulated as well as with the real-case
A failure model is treated that describes the cumulative damage (wear) of a component by a Markov pr...
International audienceThis article proposes two new classes of imperfect repair models.The (conditio...
Deteriorating systems, which are subject to both continuous smooth degradation and additional abrupt...
The system reliability for a shock model with accumulating damages will be described by marked point...
A promising approach to failure modeling, in particular to developing failure-time distri-butions, i...
A promising approach to failure modeling, in particular to developing failure-time distri-butions, i...
The paper by Finkelstein and Cha centres around the attempt to model a system subject to failures af...
International audienceIn this paper, a gradually deteriorating system with imperfect repair is consi...
We study the life behavior of a system which is subjected to shocks of random magnitudes over discre...
International audienceWe present a method to assess the reliability of a material operating in a dyn...
In this paper, we study a reliability system subject to occasional random shocks hitting an underlyi...
Engineering systems usually deteriorate due to some underlying degradation processes and possibly ra...
In extreme shock models, only the impact of the current, possibly fatal shock is usually taken into ...
AbstractThis paper extends results obtained by Esary, Marshall and Proschan [10]. Life distribution ...
International audienceThe mean time to failure (MTTF) of a stochastic system is often estimated by s...
A failure model is treated that describes the cumulative damage (wear) of a component by a Markov pr...
International audienceThis article proposes two new classes of imperfect repair models.The (conditio...
Deteriorating systems, which are subject to both continuous smooth degradation and additional abrupt...
The system reliability for a shock model with accumulating damages will be described by marked point...
A promising approach to failure modeling, in particular to developing failure-time distri-butions, i...
A promising approach to failure modeling, in particular to developing failure-time distri-butions, i...
The paper by Finkelstein and Cha centres around the attempt to model a system subject to failures af...
International audienceIn this paper, a gradually deteriorating system with imperfect repair is consi...
We study the life behavior of a system which is subjected to shocks of random magnitudes over discre...
International audienceWe present a method to assess the reliability of a material operating in a dyn...
In this paper, we study a reliability system subject to occasional random shocks hitting an underlyi...
Engineering systems usually deteriorate due to some underlying degradation processes and possibly ra...
In extreme shock models, only the impact of the current, possibly fatal shock is usually taken into ...
AbstractThis paper extends results obtained by Esary, Marshall and Proschan [10]. Life distribution ...
International audienceThe mean time to failure (MTTF) of a stochastic system is often estimated by s...
A failure model is treated that describes the cumulative damage (wear) of a component by a Markov pr...
International audienceThis article proposes two new classes of imperfect repair models.The (conditio...
Deteriorating systems, which are subject to both continuous smooth degradation and additional abrupt...