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  1. NTU Theses and Dissertations Repository
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請用此 Handle URI 來引用此文件: http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/85726
完整後設資料紀錄
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dc.contributor.advisor林楨家(Jen-Jia Lin)
dc.contributor.authorYou-Lun Linen
dc.contributor.author林佑倫zh_TW
dc.date.accessioned2023-03-19T23:22:34Z-
dc.date.copyright2022-07-05
dc.date.issued2022
dc.date.submitted2022-06-07
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CardU, https://www.cardu.com.tw/news/detail.php?37740, in Chinese (Retrieved on: 2020.03.27). Chang, C.Y., Woo, T.H., and Wang, S.F. (2011) Analysis of Pedestrian Walking Speeds at Crosswalks in Taiwan. Journal of the Eastern Asia Society for Transportation Studies, 9: 1186-1200. Chang, Y. (2022) How to rent the 3 largest shared scooters? Where to use scooters? A comparision of the features, fees, and benefits between GoShare, WeMo, and iRent. Money101, https://www.money101.com.tw/blog/wemo-goshare-irent-%E5%85%B1%E4%BA%AB%E6%A9%9F%E8%BB%8A-%E7%AF%84%E5%9C%8D-%E5%84%AA%E6%83%A0, in Chinese (Retrieved on: 2022.03.09). Chen, Y.X. (2019) The scooter-sharing service operator will introduce electric mortorcycles in 2020 and intend to set up charging stations. Bussiness Next, https://www.bnext.com.tw/article/55988/wemo-electric-scooter-sharing-plan-2020, in Chinese (Retrieved on: 2021.02.26). Chiu, H.Y. (2020) GoShare expands to New Taipei City with over 700,000 users. 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dc.identifier.urihttp://tdr.lib.ntu.edu.tw/jspui/handle/123456789/85726-
dc.description.abstract近年來,共享電動機車服務在世界各地迅速發展為一種新興的運輸工具。絕大多數的共享電動機車服務採用無樁式系統,由於無樁式系統允許使用者在該服務的營運範圍內隨時隨地租還運具,使其服務營運者難以按使用者需求適時平衡營運範圍內的機車供給分布。為了解決此種共享運具供需分布不平衡的問題,過去研究針對無樁式共享自行車和共享汽車服務分別發展出多種調度策略,然因這些調度策略未考慮共享電動機車服務的特性,以致共享電動機車服務營運者無法直接採用其策略以執行共享電動機車調度工作;再者,營運者於調度作業規劃期間會面臨不確定性因素,並希望最佳化如促進利潤和滿足使用者需求等多目標衝突問題。基於前述理由,本研究發展出多目標灰色整數規劃模式以解決考慮多部貨車、多場站及不同電量之換電型與充電型機車的電動共享機車調度問題。本研究模式根據三個目標─最大化利潤、最大化共享電動機車服務滿意度和最小化換電工作成本,產生讓多部貨車自多場站出發執行調度機車作業的最適調度路線。此外,本研究提出一種結合灰色整數規劃和ε-constraint方法的模式求解方法,並使用真實的共享機車服務租賃數據進行實例分析工作,將模式應用於臺北市內湖區以處理現實世界複雜的共享機車調度問題;另為反映與日俱增的共享機車服務使用率,本研究對調度問題進行模式的情境分析,結果顯示營運者在規劃與調整調度方式時,應考慮不同目標之間的衝突以及調度後利潤和服務滿意度的變動。本研究模式不僅提出一個結合多種電池維護管理的新穎無樁式共享電動機車調度策略,使用的灰色參數和ε-constraint求解方法更能在不需營運者給予任何先驗知識與偏好,並且有不確定性的情況下,產生多種調度方案。本研究所提出之模型於實務上改善過去方法導致營運者決策的困難,亦有助因應不同狀況作出相應且適當的調度決策。zh_TW
dc.description.abstractElectric scooter-sharing services (ESSSs) are innovative mobility solutions that have been expanding rapidly worldwide over the past few years. Most ESSSs are free-floating systems that allow users to rent and return scooters everywhere within their operating areas, so ESSS operators experience difficulty balancing scooter supply and demand spatially and temporally. Multiple relocation strategies have been developed to overcome this imbalance issue in free-floating bike-sharing and car-sharing services. However, ESSS operators may not apply strategies that do not incorporate the characteristics of an ESSS into relocations. Moreover, operators face uncertainties while planning relocations and intend to optimize conflicting objectives, such as profit enhancement and demand fulfillment, which entail trade-offs. For these reasons, this study develops a multiple-objective grey integer programming model to address an ESSS relocation problem with multiple trucks, multiple depots, and multiple commodities (battery-swapping and battery-charging scooters) with different battery levels. In accordance with three optimization objectives, namely, maximizing profits, maximizing service satisfaction, and minimizing battery-swapping costs, the model generates suitable relocation routes for employed trucks starting from their depots to redistribute scooters. Furthermore, a solving approach that combines grey integer programming with the ε-constraint method is proposed to solve the model. Then, authentic ESSS rental data are used in a case study, and the model is applied to Neihu District, Taipei City, to deal with a complicated ESSS relocation problem in the real world. The model is also tested through a scenario analysis to reflect the increasing usage of ESSSs. Results suggest that ESSS operators should consider the conflicts among multiple objectives and the variations in service profits and satisfaction when planning and altering relocation operations. The presented model offers an innovative free-floating ESSS relocation strategy integrated with various battery management schemes, and generates multiple alternatives by using grey parameters and the ε-constraint method without any prior knowledge or preference from an ESSS operator under uncertainty. The model is a practical improvement of the previous methods, which make decision-making difficult for operators, and it helps ESSS operators make appropriate relocation decisions for different scenarios.en
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dc.description.tableofcontents口試委員會審定書 i 誌謝 ii 摘要 iii Abstract iv Chapter 1 Introduction 1 1.1 Research Background and Objectives 1 1.1.1 Research Background 1 1.1.2 Research Objectives 4 1.2 Research Object and Scopes 5 1.2.1 Research Object 5 1.2.2 Spatial and Temporal Scopes 9 1.3 Research Framework 11 1.4 Research Methods 15 Chapter 2 Literature Review 17 2.1 Relocation Problem-Modeling Strategies in ESSS 17 2.2 Relocation Problem-Modeling Strategies in Free-floating Shared Mobility 19 2.3 Relocation Problems in Electric Shared Mobility Services 21 2.4 Shared Mobility Relocation Problems under Uncertainty 22 2.5 Summary 24 Chapter 3 Modeling Concepts 29 3.1 Problem Definitions 29 3.1.1 Who 29 3.1.2 When and Where 31 3.1.3 What 33 3.2 Problem Analysis 38 3.3 Model Framework 52 Chapter 4 Mathematical Model 60 4.1 Model Formulation 60 4.1.1 Assumptions 60 4.1.2 Notations 64 4.1.3 Formulation 68 4.2 Problem-Solving Approach 85 4.2.1 Grey integer programming 85 4.2.2 Multiple-objective problem-solving approaches 89 4.2.3 ε-constraint method 92 4.2.4 Overview of the proposed problem-solving algorithm 95 4.3 Numerical Testing 97 4.3.1 Testing assumptions 97 4.3.2 Testing results 103 4.3.3 Discussions 110 Chapter 5 Case Study 113 5.1 Case and Parameters 113 5.1.1 Time and space 114 5.1.2 Definitions of the roadway network with its nodes and links in the case study 119 5.1.3 Case parameters 123 5.2 Results and Discussions 134 5.2.1 Solving steps and results 134 5.2.2 Discussions 140 5.3 Scenario Analysis 147 Chapter 6 Conclusion 152 6.1 Remarks 152 6.2 Recommendation 155 6.2.1 Recommendations for model applications 155 6.2.2 Recommendations for future work 158 References 162 Appendix A. Travel distances between pairs of nodes 169 Appendix B. Travel time matrix between pairs of nodes 171 Appendix C. Grey values of scooter supply, relocation requests, scooter-rented/scooter-unrented time, and parking spaces at nodes 173 Appendix D. Estimated grey profits of every supply–demand node 177
dc.language.isoen
dc.subjectε-限制式法zh_TW
dc.subject營運者調度zh_TW
dc.subject灰色整數規劃zh_TW
dc.subject共享電動機車zh_TW
dc.subject無樁式系統zh_TW
dc.subject多目標規劃zh_TW
dc.subjectfree-floating systemen
dc.subjectgrey integer programmingen
dc.subjectε-constraint methoden
dc.subjectmultiple-objective programmingen
dc.subjectelectric scooter-sharingen
dc.subjectoperator-based relocationen
dc.title基於營運者規劃之無樁式共享電動機車多目標調度規劃模式研究zh_TW
dc.titleMultiple-objective Operator-based Relocation Model for Free-floating Electric Scooter-sharing Systemsen
dc.typeThesis
dc.date.schoolyear110-2
dc.description.degree碩士
dc.contributor.oralexamcommittee溫在弘(Tzai-Hung Wen),許聿廷(Yu-Ting Hsu)
dc.subject.keyword共享電動機車,無樁式系統,營運者調度,多目標規劃,ε-限制式法,灰色整數規劃,zh_TW
dc.subject.keywordelectric scooter-sharing,free-floating system,operator-based relocation,multiple-objective programming,ε-constraint method,grey integer programming,en
dc.relation.page177
dc.identifier.doi10.6342/NTU202200860
dc.rights.note同意授權(全球公開)
dc.date.accepted2022-06-08
dc.contributor.author-college理學院zh_TW
dc.contributor.author-dept地理環境資源學研究所zh_TW
dc.date.embargo-lift2022-07-05-
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