2018
DOI: 10.1016/j.trb.2018.09.006
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Economies of scale in recoverable robust maintenance location routing for rolling stock

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Cited by 14 publications
(13 citation statements)
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“…Economies of scale in production (Romeijn et al, 2010;Sharkey et al, 2011) or economies in scale for transportation (Lin et al, 2006;Wu et al, 2015) are studied in the literature. However, economies of scale in facility size are only briefly mentioned in Melo et al (2006) and to our best knowledge only studied in depth by Tönissen and Arts (2018).…”
Section: Literature Reviewmentioning
confidence: 99%
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“…Economies of scale in production (Romeijn et al, 2010;Sharkey et al, 2011) or economies in scale for transportation (Lin et al, 2006;Wu et al, 2015) are studied in the literature. However, economies of scale in facility size are only briefly mentioned in Melo et al (2006) and to our best knowledge only studied in depth by Tönissen and Arts (2018).…”
Section: Literature Reviewmentioning
confidence: 99%
“…Maintenance routing for rolling stock is studied by Anderegg et al (2003), Kroon (2005, 2007) and for aviation by Gopalan and Talluri (1998), Sarac et al (2006), Liang et al (2015) and many others. The combination of maintenance routing and facility location for aviation is studied by Feo and Bard (1989) and Gopalan (2014), for locomotives by Xie et al (2016), and for rolling stock by Tönissen et al (2019) and Tönissen and Arts (2018). The paper of Tönissen et al (2019), includes the maintenance routing for rolling stock in an aggregate way into a facility location model.…”
Section: Literature Reviewmentioning
confidence: 99%
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“…When EMUs circulation schemes are being planned, the maintenance constraint influences the EMUs operating procedures as the EMUs traveled mileage and time cannot be exceeded; this constraint cannot be directly and linearly expressed by common mathematical programming models. A heuristic method or an intelligent optimization algorithm is an effective method to address this constraint [1]- [7]. Zhou et al (2017) proposed an optimization model to optimize train connection times and maintenance costs and designed an efficient multi-group genetic algorithm to solve it [1].…”
Section: A Optimization Study Of Emus Circulation Plan Considering Mmentioning
confidence: 99%