Strategic vehicle fleet management–a joint solution of make-or-buy, composition and replacement problems

IF 1.8 Q3 ENGINEERING, INDUSTRIAL Journal of Quality in Maintenance Engineering Pub Date : 2020-12-23 DOI:10.1108/jqme-04-2020-0026
A. Redmer
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引用次数: 10

Abstract

PurposeThe purpose of this paper is to develop an original model and a solution procedure for solving jointly three main strategic fleet management problems (fleet composition, replacement and make-or-buy), taking into account interdependencies between them.Design/methodology/approachThe three main strategic fleet management problems were analyzed in detail to identify interdependencies between them, mathematically modeled in terms of integer nonlinear programing (INLP) and solved using evolutionary based method of a solver compatible with a spreadsheet.FindingsThere are no optimization methods combining the analyzed problems, but it is possible to mathematically model them jointly and solve together using a solver compatible with a spreadsheet obtaining a solution/fleet management strategy answering the questions: Keep currently exploited vehicles in a fleet or remove them? If keep, how often to replace them? If remove then when? How many perspective/new vehicles, of what types, brand new or used ones and when should be put into a fleet? The relatively large scale instance of problem (50 vehicles) was solved based on a real-life data. The obtained results occurred to be better/cheaper by 10% than the two reference solutions – random and do-nothing ones.Originality/valueThe methodology of developing optimal fleet management strategy by solving jointly three main strategic fleet management problems is proposed allowing for the reduction of the fleet exploitation costs by adjusting fleet size, types of exploited vehicles and their exploitation periods.
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战略车队管理——制造或购买、组成和更换问题的联合解决方案
目的本文的目的是开发一个原始模型和解决程序,以联合解决三个主要的战略车队管理问题(车队组成、更换和制造或购买),同时考虑到它们之间的相互依赖性。设计/方法论/方法对三个主要的战略车队管理问题进行了详细分析,以确定它们之间的相互依赖性,并根据整数非线性规划(INLP)进行了数学建模,并使用与电子表格兼容的基于进化的解算器方法进行了求解。发现没有将分析的问题组合在一起的优化方法,但可以对它们进行数学建模,并使用与电子表格兼容的求解器一起解决,从而获得解决方案/车队管理策略,回答以下问题:将当前使用的车辆保留在车队中还是将其移除?如果保留,多久更换一次?如果移除,则何时移除?车队中应该投入多少辆透视/新车,什么类型的新车或二手车,以及何时投入?基于真实数据解决了相对较大规模的问题(50辆车)。所获得的结果似乎比两个参考解决方案(随机和不采取任何措施)好/便宜10%。独创性/价值提出了通过联合解决三个主要的战略车队管理问题来制定最佳车队管理战略的方法,通过调整车队规模、被开发车辆类型及其开发周期来降低车队开发成本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Quality in Maintenance Engineering
Journal of Quality in Maintenance Engineering Engineering-Safety, Risk, Reliability and Quality
CiteScore
4.00
自引率
13.30%
发文量
24
期刊介绍: This exciting journal looks at maintenance engineering from a positive standpoint, and clarifies its recently elevatedstatus as a highly technical, scientific, and complex field. Typical areas examined include: ■Budget and control ■Equipment management ■Maintenance information systems ■Process capability and maintenance ■Process monitoring techniques ■Reliability-based maintenance ■Replacement and life cycle costs ■TQM and maintenance
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