It is shown that each of three approaches: 1. Markov analysis, 2. Joint-density-function, 3. Compound events, when applied to a system involving interdependent hazard functions, leads to the same expression for reliability of the system studied. Results of stochastic simulation are compared with results of numeric integration of the Markov rate equations. This is carried out for the system which was analyzed mathematically as well as for a system involving hazard functions linear with time. A generalized algorithm is suggested for developing transition matrices for larger, more complex systems.Industrial Engineering, Department o
The dependence among the components and the data associated with a repair politic, that can consists...
International audienceComponents are often subject to multiple competing degradation processes. This...
A combined k-out-of-n:F(G) & consecutive kc-out-of-n:F(G) system fails (functions) iff at least ...
Abstract: System reliability is considered as an important performance index. Performance of enginee...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
A complex technical system built of independent repairable components with constant failure and repa...
The article considers sophisticated formats of the multivariate integration of time-dependent techni...
The article presents new results concerned with general procedures and algorithms to assess the reli...
Abstract: A non-homogeneous Markov model is used to obtain closed form solutions of the state probab...
The response of a component in a multidisciplinary system is affected by not only the discipline to ...
An N-system with different units submitted to shock and wear is studied. The shocks cause damage and...
Correlations in the failures of subsystems or components may arise when they share a common, random ...
Components are often subject to multiple competing degradation processes. This paper presents a reli...
A semi-Markov process is applied to construct the multistate model of the system operation process a...
This chapter presents a reliability assessment framework for multi-component systems whose degradati...
The dependence among the components and the data associated with a repair politic, that can consists...
International audienceComponents are often subject to multiple competing degradation processes. This...
A combined k-out-of-n:F(G) & consecutive kc-out-of-n:F(G) system fails (functions) iff at least ...
Abstract: System reliability is considered as an important performance index. Performance of enginee...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
A complex technical system built of independent repairable components with constant failure and repa...
The article considers sophisticated formats of the multivariate integration of time-dependent techni...
The article presents new results concerned with general procedures and algorithms to assess the reli...
Abstract: A non-homogeneous Markov model is used to obtain closed form solutions of the state probab...
The response of a component in a multidisciplinary system is affected by not only the discipline to ...
An N-system with different units submitted to shock and wear is studied. The shocks cause damage and...
Correlations in the failures of subsystems or components may arise when they share a common, random ...
Components are often subject to multiple competing degradation processes. This paper presents a reli...
A semi-Markov process is applied to construct the multistate model of the system operation process a...
This chapter presents a reliability assessment framework for multi-component systems whose degradati...
The dependence among the components and the data associated with a repair politic, that can consists...
International audienceComponents are often subject to multiple competing degradation processes. This...
A combined k-out-of-n:F(G) & consecutive kc-out-of-n:F(G) system fails (functions) iff at least ...