Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System
Gharib, M., El-Sayed, E., Nashwan, I. (2010). Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System. EKB Journal Management System, 5(International Conference on Mathematics and Engineering Physics (ICMEP-5)), 1-9. doi: 10.21608/icmep.2010.29773
M. Gharib; E. M. El-Sayed; I. I.H. Nashwan. "Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System". EKB Journal Management System, 5, International Conference on Mathematics and Engineering Physics (ICMEP-5), 2010, 1-9. doi: 10.21608/icmep.2010.29773
Gharib, M., El-Sayed, E., Nashwan, I. (2010). 'Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System', EKB Journal Management System, 5(International Conference on Mathematics and Engineering Physics (ICMEP-5)), pp. 1-9. doi: 10.21608/icmep.2010.29773
Gharib, M., El-Sayed, E., Nashwan, I. Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System. EKB Journal Management System, 2010; 5(International Conference on Mathematics and Engineering Physics (ICMEP-5)): 1-9. doi: 10.21608/icmep.2010.29773

Reliability Of Connected (1,1,2)-or-(1,2,1)-or-(2,1,1) out- of-(n,2,2):F Lattice System

The International Conference on Mathematics and Engineering Physics
Article 5, Volume 5, International Conference on Mathematics and Engineering Physics (ICMEP-5), May 2010, Page 1-9  XML PDF (356.52 K)
Document Type: Original Article
DOI: 10.21608/icmep.2010.29773
View on SCiNiTO View on SCiNiTO
Authors
M. Gharib; E. M. El-Sayed; I. I.H. Nashwan
Abstract
Abstract
Few papers study the reliability of consecutive-   1 2 3 r , r , r -out-of-   1 2 3 n ,n ,n : F system, since
the computation of reliability in the 3- dimensional system is more complicated than the other
systems; most of researchers study special cases.
In this paper, we study a special case of 3-dimentional systems, it is 1,1,2 , 1,2,1 or 2,1,1 -
out- of- n,2,2 : F or connected 2-out-of- n,2,2 : F system, we compute reliability of the
system using three methods; the 1st method, is a direct computation of reliability, we
determine the configurations of n parallel 22 of the system. Secondly, we find the transition
probability matrix of Markov chain to compute system reliability, where the 3rd method, we
uses “the recursive algorithm of a connected 1,2or 2,1-out-of-m,n : F system to
compute the reliability of the system” [1] for computing the reliability of the system.
Statistics
Article View: 128
PDF Download: 282