PROJECT TITLE :

Discrete Time Shock Models in a Markovian Environment

ABSTRACT:

This paper deals with two different shock models during a Markovian environment. We have a tendency to study a system from a reliability purpose of read under these two shock models. Consistent with the primary model, the system fails if the cumulative shock magnitude exceeds a crucial level, whereas in the second model the failure occurs when the cumulative result of the shocks in consecutive periods is above a vital level. The shock occurrences over discrete time periods are assumed to be Markovian. We have a tendency to get expressions for the failure time distributions of the system underneath the 2 model. Illustrative computational results are presented for the survival possibilities and mean time to failure values of the system.