This thesis is concerned with a reliability analysis of a system in steady state.
It is assumed that the system is composed of two components and each component is repairable. Also, it is assumed that the distributions of times to failure or times to repair are arbitrary in components.
After repair, the performance of a repaired component is the same as that of new one.
With the above assumptions, the mean time to failure and the mean time to repair are solved in system in steady state. And, the distribution of repair time and the distribution of failure time of the system are studied in steady state.