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Hideo NAKAMURA
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Tsuyoshi TAKADA
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Yoshinobu SATO
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Shigeru YANAGI
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Masataka KAGESAWA
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Sakae NAGAOKA, Osamu AMAI, Takahiro KODO
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Hiroshi OZAKI
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Won Young Yun, Jong Woon Kim, Young Man Song
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Article type: Appendix
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Nobuyuki TAHARA
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Tomoaki Akiba, Hisashi Yamamoto
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2003 Volume 25 Issue 5 Pages
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In this paper, first, we propose three kinds of upper and lower bounds for reliability of the 2-dimensional cylindrical k-within-consecutive-(r,s)-out-of-(m,n):F system (we denote C-k/(r,s)/(m,n):F system in short). Next we propose a new algorithm for the reliabilities of the C-k/(r,s)/(r,n):F systems (m=r), which are needed when we calculate a kind of our proposed upper and lower bounds. We executed some numerical experiments in order to compare our proposed upper and lower bounds with ones proposed in the preceding studies. Finally, we propose limit theorems for the system. These theorems give us approximate system reliabilities, when the system size is large and component reliabilities are nearly equal to one.
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2003 Volume 25 Issue 5 Pages
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