FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2127243670> ?p ?o ?g. }

• W2127243670 endingPage "252" @default.
• W2127243670 startingPage "223" @default.
• W2127243670 abstract "In this paper we consider closed loop two-echelon repairable item systems with repair facilities both at a number of local service centers (called bases) and at a central location (the depot). The goal of the system is to maintain a number of production facilities (one at each base) in optimal operational condition. Each production facility consists of a number of identical machines which may fail incidentally. Each repair facility may be considered to be a multi-server station, while any transport from the depot to the bases is modeled as an ample server. At all bases as well as at the depot, ready-for-use spare parts (machines) are kept in stock. Once a machine in the production cell of a certain base fails, it is replaced by a ready-for-use machine from that base’s stock, if available. The failed machine is either repaired at the base or repaired at the central repair facility. In the case of local repair, the machine is added to the local spare parts stock as a ready-for-use machine after repair. If a repair at the depot is needed, the base orders a machine from the central spare parts stock to replenish its local stock, while the failed machine is added to the central stock after repair. Orders are satisfied on a first-come-first-served basis while any requirement that cannot be satisfied immediately either at the bases or at the depot is backlogged. In case of a backlog at a certain base, that base’s production cell performs worse. To determine the steady state probabilities of the system, we develop a slightly aggregated system model and propose a special near-product-form solution that provides excellent approximations of relevant performance measures. The depot repair shop is modeled as a server with state-dependent service rates, of which the parameters follow from an application of Norton’s theorem for Closed Queuing Networks. A special adaptation to a general Multi-Class Marginal Distribution Analysis (MDA) algorithm is proposed, on which the approximations are based. All relevant performance measures can be calculated with errors which are generally less than one percent, when compared to simulation results. The approximations are used to find the stock levels which maximize the availibility given a fixed configuration of machines and servers and a certain budget for storing items." @default.
• W2127243670 created "2016-06-24" @default.
• W2127243670 creator A5003817351 @default.
• W2127243670 creator A5025601845 @default.
• W2127243670 creator A5051937068 @default.
• W2127243670 date "2006-01-01" @default.
• W2127243670 modified "2023-09-26" @default.
• W2127243670 title "Closed loop two-echelon repairable item systems" @default.
• W2127243670 cites W2068419046 @default.
• W2127243670 cites W2072824404 @default.
• W2127243670 cites W2110041900 @default.
• W2127243670 cites W2137636232 @default.
• W2127243670 cites W2155000574 @default.
• W2127243670 cites W4248033067 @default.
• W2127243670 doi "https://doi.org/10.1007/3-540-29057-5_10" @default.
• W2127243670 hasPublicationYear "2006" @default.
• W2127243670 type Work @default.
• W2127243670 sameAs 2127243670 @default.
• W2127243670 citedByCount "5" @default.
• W2127243670 countsByYear W21272436702013 @default.
• W2127243670 countsByYear W21272436702014 @default.
• W2127243670 countsByYear W21272436702019 @default.
• W2127243670 countsByYear W21272436702020 @default.
• W2127243670 crossrefType "book-chapter" @default.
• W2127243670 hasAuthorship W2127243670A5003817351 @default.
• W2127243670 hasAuthorship W2127243670A5025601845 @default.
• W2127243670 hasAuthorship W2127243670A5051937068 @default.
• W2127243670 hasBestOaLocation W21272436702 @default.
• W2127243670 hasConcept C127413603 @default.
• W2127243670 hasConcept C166957645 @default.
• W2127243670 hasConcept C194648553 @default.
• W2127243670 hasConcept C200601418 @default.
• W2127243670 hasConcept C204036174 @default.
• W2127243670 hasConcept C21547014 @default.
• W2127243670 hasConcept C2776561332 @default.
• W2127243670 hasConcept C41008148 @default.
• W2127243670 hasConcept C42475967 @default.
• W2127243670 hasConcept C50601946 @default.
• W2127243670 hasConcept C78519656 @default.
• W2127243670 hasConcept C95457728 @default.
• W2127243670 hasConceptScore W2127243670C127413603 @default.
• W2127243670 hasConceptScore W2127243670C166957645 @default.
• W2127243670 hasConceptScore W2127243670C194648553 @default.
• W2127243670 hasConceptScore W2127243670C200601418 @default.
• W2127243670 hasConceptScore W2127243670C204036174 @default.
• W2127243670 hasConceptScore W2127243670C21547014 @default.
• W2127243670 hasConceptScore W2127243670C2776561332 @default.
• W2127243670 hasConceptScore W2127243670C41008148 @default.
• W2127243670 hasConceptScore W2127243670C42475967 @default.
• W2127243670 hasConceptScore W2127243670C50601946 @default.
• W2127243670 hasConceptScore W2127243670C78519656 @default.
• W2127243670 hasConceptScore W2127243670C95457728 @default.
• W2127243670 hasLocation W21272436701 @default.
• W2127243670 hasLocation W21272436702 @default.
• W2127243670 hasOpenAccess W2127243670 @default.
• W2127243670 hasPrimaryLocation W21272436701 @default.
• W2127243670 hasRelatedWork W1558494280 @default.
• W2127243670 hasRelatedWork W1757030498 @default.
• W2127243670 hasRelatedWork W2031055820 @default.
• W2127243670 hasRelatedWork W2136267487 @default.
• W2127243670 hasRelatedWork W2595692935 @default.
• W2127243670 hasRelatedWork W290274458 @default.
• W2127243670 hasRelatedWork W3098050569 @default.
• W2127243670 hasRelatedWork W3125169977 @default.
• W2127243670 hasRelatedWork W4214550305 @default.
• W2127243670 hasRelatedWork W98492508 @default.
• W2127243670 isParatext "false" @default.
• W2127243670 isRetracted "false" @default.
• W2127243670 magId "2127243670" @default.
• W2127243670 workType "book-chapter" @default.