Availability and maintenance modeling of a batch service queuing system
PurposeThe purpose of the paper is to analyze reliability characteristics of batch service queuing system with a single server model that envisages Poisson input process and exponential service times under first come, first served (FCFS) queue discipline.Design/methodology/approachWith the help of r...
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Published in | The International journal of quality & reliability management Vol. 39; no. 9; pp. 2138 - 2154 |
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Main Authors | , |
Format | Journal Article |
Language | English |
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Bradford
Emerald Publishing Limited
17.10.2022
Emerald Group Publishing Limited |
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Online Access | Get full text |
ISSN | 0265-671X 1758-6682 |
DOI | 10.1108/IJQRM-12-2020-0407 |
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Abstract | PurposeThe purpose of the paper is to analyze reliability characteristics of batch service queuing system with a single server model that envisages Poisson input process and exponential service times under first come, first served (FCFS) queue discipline.Design/methodology/approachWith the help of renewal theory and stochastic processes, a model has been designed to discuss the reliability and its characteristics.FindingsThe instantaneous and steady-state availability along with the maintenance model of the systems subject to generalized M/Mb/1 queuing model is derived, and a few particular cases for availability are obtained as well. For supporting the developed model, a case study on electrical distribution system (EDS) has been illustrated, which also includes a comparison for the system subject to M/Mb/1 queuing model and the system without any queue (delay).Originality/valueIt is a quite realistic model that may aid to remove congestion in the system while repairing. |
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AbstractList | PurposeThe purpose of the paper is to analyze reliability characteristics of batch service queuing system with a single server model that envisages Poisson input process and exponential service times under first come, first served (FCFS) queue discipline.Design/methodology/approachWith the help of renewal theory and stochastic processes, a model has been designed to discuss the reliability and its characteristics.FindingsThe instantaneous and steady-state availability along with the maintenance model of the systems subject to generalized M/Mb/1 queuing model is derived, and a few particular cases for availability are obtained as well. For supporting the developed model, a case study on electrical distribution system (EDS) has been illustrated, which also includes a comparison for the system subject to M/Mb/1 queuing model and the system without any queue (delay).Originality/valueIt is a quite realistic model that may aid to remove congestion in the system while repairing. Purpose>The purpose of the paper is to analyze reliability characteristics of batch service queuing system with a single server model that envisages Poisson input process and exponential service times under first come, first served (FCFS) queue discipline.Design/methodology/approach>With the help of renewal theory and stochastic processes, a model has been designed to discuss the reliability and its characteristics.Findings>The instantaneous and steady-state availability along with the maintenance model of the systems subject to generalized M/Mb/1 queuing model is derived, and a few particular cases for availability are obtained as well. For supporting the developed model, a case study on electrical distribution system (EDS) has been illustrated, which also includes a comparison for the system subject to M/Mb/1 queuing model and the system without any queue (delay).Originality/value>It is a quite realistic model that may aid to remove congestion in the system while repairing. |
Author | Singh, S.B. Agarwal, Shweta |
Author_xml | – sequence: 1 givenname: Shweta orcidid: 0000-0002-6920-8091 surname: Agarwal fullname: Agarwal, Shweta email: agarwalshweta2405@gmail.com – sequence: 2 givenname: S.B. orcidid: 0000-0003-3557-8139 surname: Singh fullname: Singh, S.B. email: drsurajbsingh@yahoo.com |
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Keywords | M/M Maintenance Reliability Steady-state availability 1 queuing model |
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SubjectTerms | Availability Customer services Failure Maintenance Preventive maintenance Queuing Queuing theory Reliability analysis Servers Stochastic processes |
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