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Accounting for demand failures in Markovian analyses

Conference ·
OSTI ID:5425040
Reliability has become a fundamental concern in the development of nuclear power plants. The use of Markov Analysis in reliability evaluations is progressing quickly since it offers methods for dealing with repair considerations, common cause failures, time-dependent failure rates, cyclic failures, and availability calculations. A Markov process is a stochastic or time-dependent process allowing time-dependent failure processes to be modelled easily. In redundant safety systems, however, there are often passive system components whose failure to start on demand is higher than their probability of failure during the time for which the safety system must function. It may be impossible to model this failure process as a system with standby failure rates because the actual failure may be caused by the demand itself. This paper deals with a method for extending Markov Analyses to include demand failures.
Research Organization:
General Electric Co., Sunnyvale, CA (USA). Advanced Reactor Systems Dept.
DOE Contract Number:
EY-76-C-03-0893-032
OSTI ID:
5425040
Report Number(s):
GEFR-SP-185; CONF-800607-19
Country of Publication:
United States
Language:
English