Efficient Algorithm for the Reliability of a 2-Dimensional Cylindrical k-within-Consecutive-(r, s)-out-of-(m, n):F System(Reliability, Maintainability and Safety Analysis)

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概要

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• A 2-dimensional cylindrical k-within-consecutive-(r, s)-out-of-(m, n):F system consists of m × n components arranged on a cylindrical grid. Each of m circles has n components, and this system fails if and only if there exists a grid of size r×s within which at least k components are failed. This system may be used into reliability models of "Feelers for measuring temperature on reaction chamber[2]," "TFT Liquid Crystal Display system with 360 degree wide area" [10] and others. In this paper, first, we propose an efficient algorithm for the reliability of a 2-dimensional cylindrical k-within-consecutive-(r, s)-out-of-(m, n):F system. The feature of this algorithm is calculating their system reliabilities with shorter computing time and smaller memory size than Akiba and Yamamoto [10]. Next, we show some numerical examples so that our proposed algorithm is more effective than Akiba and Yamamoto [10] for systems with large n.

• 社団法人電子情報通信学会の論文
• 2004-05-01

著者

• Akiba Tomoaki

  Yamagata Coll. Of Ind. & Technol. Yamagata‐shi Jpn

• Akiba T

  Department Of Information Management Engineering Yamagata College Of Industry & Technology

• Akiba Tomoaki

  Information Management Engineering Yamagata College Of Industry And Technology

• Yamamoto Hisashi

  Department of Applied Chemistry, Faculty of Engineering, Nagoya University

• AKIBA Tomoaki

  Department of Information Management Engineering, Yamagata College of Industry & Technology

• Yamamoto Hisashi

  Department Applied Chemistry Nagoya University

• Yamamoto Hisashi

  Department Of Production Information And Systems Engineering Tokyo Metropolitan Institute Of Technol

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