Reliability of Aircraft Fleet. Binary P-Set and Lambda-Set Functions
International Journal of Performability Engineering 2016
Sergejs Tretjakovs, Māris Hauka, Jurijs Paramonovs

Definitions of binary p-set and binary -set functions are given. The use of these definitions allows for any unknown parameter, , of the model of fatigue failure of aircraft failure to provide the economical effectiveness of an airline under a limitation of the fatigue failure rate (FFR) and the limitation of any fatigue failure probability of (FFP) in a fleet of aircraft . The solution of the problem using theory of semi-Markov process with rewords is based on a result of an acceptance full-scale fatigue test of an aircraft structure. If the result of this test is not good enough then this new type of aircraft will not be used in a service. Previously the redesign of this project should be done. For this strategy there is a maximum of FFP and a maximum of FFR as a functions of unknown parameter, . This maximum can be limited by the use of the offered here procedure. Numerical examples are given.


Atslēgas vārdi
inspection program, Markov chain, Monte-Carlo, reliability, p-set function.
Hipersaite
http://www.ijpe-online.com/may-2016-p2-reliability-of-aircraft-fleet-binary-p-set-and-lambda-set-functions.html

Tretjakovs, S., Hauka, M., Paramonovs, J. Reliability of Aircraft Fleet. Binary P-Set and Lambda-Set Functions. International Journal of Performability Engineering, 2016, Vol.12, No.3, 215.-228.lpp. ISSN 0973-1318.

Publikācijas valoda
English (en)
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