Reliability of a 2-Dimensional Consecutive k-out-of-n:F System with a Restriction in the Number of Failed Components(<Special Issue>Special Section on Papers Selected from ITC-CSCC 2002)
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概要
- 論文の詳細を見る
An exact and an approximated reliabilities of a 2-dimensional consecutive k-out-of-n:F system are discussed. Although analysis to obtain exact reliability requires many calculation resources for a system with a large number of components, the proposed method obtains the reliability lower bound by using a combinatorial equation that does not depend on the system size. The method has an assumption on the maximum number of failed components in an operable system. The reliability is exact when the total number of failed components is less than the assumed maximum number. The accuracy of the method is confirmed by numerical examples.
- 社団法人電子情報通信学会の論文
- 2003-06-01
著者
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Yuge Tetsushi
Department of Electrical Engineering, the National Defense Academy
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Yanagi Shigeru
Department of Electrical Engineering, the National Defense Academy
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Yuge Tetsushi
Department Of Electrical And Electronic Engineering National Defense Academy
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Yanagi Shigeru
Division Of Proteomics Department Of Genome Sciences Kobe University Graduate School Of Medicine
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Yanagi S
The National Defense Academy
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Yanagi Shigeru
Department Of Electrical & Electronics Engineering National Defense Academy
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DEHARE Masaharu
Department of Electrical and Electronic Engineering, National Defense Academy
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Dehare Masaharu
Department Of Electrical And Electronic Engineering National Defense Academy:(present Address)centra
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- FOREWORD
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- Availability Analysis of a Two-Echelon Repair Model for Systems Comprising Multiple Items
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