A Study of Opportunity Replacement Policy in a Multi-Component System

碩士 === 元智大學 === 工業工程與管理學系 === 95 === In this thesis, we discuss the replacement policy of a multi-component system, under the situation of opportunity replacement and numbers of repair. Two types of failures of each component are defined, type I failures and type II failures. The type I failure is a...

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Main Authors: Huei-Yun Chiou, 邱惠筠
Other Authors: Yun-Shiow Chen
Format: Others
Language:zh-TW
Published: 2007
Online Access:http://ndltd.ncl.edu.tw/handle/20848685089502604560
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spelling ndltd-TW-095YZU050310162016-05-23T04:17:52Z http://ndltd.ncl.edu.tw/handle/20848685089502604560 A Study of Opportunity Replacement Policy in a Multi-Component System 多組件系統之機會性置換策略 Huei-Yun Chiou 邱惠筠 碩士 元智大學 工業工程與管理學系 95 In this thesis, we discuss the replacement policy of a multi-component system, under the situation of opportunity replacement and numbers of repair. Two types of failures of each component are defined, type I failures and type II failures. The type I failure is a minor failure and is restored by a repair. The type II failure is a catastrophic failure and is removed by a replacement. When a type II failure occurs, the system will be broken down, and all other components are replaced. In this study, there are three situations of replacement in a multi-component system assumed. The first situation is when a component occurs the first type II failure; the second one is when a component occurs the nth type I failure; and the last one is when any one component either a type I failure or a type II failure happens to the system after a period of time T. The system will be replaced while any one of above three situations occurs. Our purpose is to obtain the optimal replace time and the optimal numbers of repair based on the minimum of the expected long-run average cost per unit time. A numerical study of a 2-component system is discussed at the end by utilizing Visual Fortran programming language to solve the equation. Yun-Shiow Chen 陳雲岫 2007 學位論文 ; thesis 48 zh-TW
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description 碩士 === 元智大學 === 工業工程與管理學系 === 95 === In this thesis, we discuss the replacement policy of a multi-component system, under the situation of opportunity replacement and numbers of repair. Two types of failures of each component are defined, type I failures and type II failures. The type I failure is a minor failure and is restored by a repair. The type II failure is a catastrophic failure and is removed by a replacement. When a type II failure occurs, the system will be broken down, and all other components are replaced. In this study, there are three situations of replacement in a multi-component system assumed. The first situation is when a component occurs the first type II failure; the second one is when a component occurs the nth type I failure; and the last one is when any one component either a type I failure or a type II failure happens to the system after a period of time T. The system will be replaced while any one of above three situations occurs. Our purpose is to obtain the optimal replace time and the optimal numbers of repair based on the minimum of the expected long-run average cost per unit time. A numerical study of a 2-component system is discussed at the end by utilizing Visual Fortran programming language to solve the equation.
author2 Yun-Shiow Chen
author_facet Yun-Shiow Chen
Huei-Yun Chiou
邱惠筠
author Huei-Yun Chiou
邱惠筠
spellingShingle Huei-Yun Chiou
邱惠筠
A Study of Opportunity Replacement Policy in a Multi-Component System
author_sort Huei-Yun Chiou
title A Study of Opportunity Replacement Policy in a Multi-Component System
title_short A Study of Opportunity Replacement Policy in a Multi-Component System
title_full A Study of Opportunity Replacement Policy in a Multi-Component System
title_fullStr A Study of Opportunity Replacement Policy in a Multi-Component System
title_full_unstemmed A Study of Opportunity Replacement Policy in a Multi-Component System
title_sort study of opportunity replacement policy in a multi-component system
publishDate 2007
url http://ndltd.ncl.edu.tw/handle/20848685089502604560
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