(a) Using the network reduction approach determine the system failure probability for the system shown in Figure Q4a. Parallel sections are fully redundant with the exception of the section which contains the components B,C,D and E where any 2 of the components are required to work for successful operation. The component failure probabilities are given by: qA=0.02, qb= qc= qb= qe=0.01, q= qG=0.015 and qH= q qu=0.025.

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
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Chapter4: Numerical Analysis Of Heat Conduction
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Figure Q3bii
4. (a) Using the network reduction approach determine the system failure probability for the
system shown in Figure Q4a. Parallel sections are fully redundant with the exception of
the section which contains the components B,C,D and E where any 2 of the components
are required to work for successful operation. The component failure probabilities are
given by: qA=0:02, qb= qc= qb= qe=0.01, q= qG=0.015 and qH= q q=0.025.
B
C
A
D
F
E
H
Figure Q4a
Transcribed Image Text:Figure Q3bii 4. (a) Using the network reduction approach determine the system failure probability for the system shown in Figure Q4a. Parallel sections are fully redundant with the exception of the section which contains the components B,C,D and E where any 2 of the components are required to work for successful operation. The component failure probabilities are given by: qA=0:02, qb= qc= qb= qe=0.01, q= qG=0.015 and qH= q q=0.025. B C A D F E H Figure Q4a
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