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978-90-386-3557-6
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José Manuel Plaza
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A0006512
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MD000673
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MO
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BI006
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000042276
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16/12/2014
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00037266
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SHARYPOVA, Kristina
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Optimization of hinterland intermodal container transportation
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[recurso electrónico]
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245 001 $c 001
/ Kristina Sharypova
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Eindhoven (Holanda)
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: Eindhoven University of Technology
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, 2014
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300 001 $a 001
188 p.
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pdf
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490 001 $a 001
Thesis Series of the Beta Research School
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; D 181
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This thesis is number D 181 of the thesis series of the Beta Research School for Operations Management and Logistics. The Beta Research School is a joint effort of the School of Industrial Engineering and the Department of Mathematics and Computer Science at Eindhoven University of Technology, and the Center for Production, Logistics and Operations Management at the University of Twente. This thesis is number D 181 of the thesis series of the Beta Research School for Operations Management and Logistics. The Beta Research School is a joint effort of the School of Industrial Engineering and the Department of Mathematics and Computer Science at Eindhoven University of Technology, and the Center for Production, Logistics and Operations Management at the University of Twente.
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1 Introduction 1 1.1 Intermodal transportation 2 1.1.1 Consolidation-based transportation . 4 1.1.2 Empty flows . 5 1.1.3 Planning levels of operations 5 1.1.4 Joint initiatives . 6 1.2 Scope of the thesis and research questions 6 1.3 Research methodology 8 lA Contribution of the thesis 9 1.5 Structure of the thesis 12 2 Coordination and Analysis of Container Barge Networks 13 2.1 Introduetion . 13 2.2 Literature review 15 2.3 Description of the problem . 16 204 Direct shipment poliey . 18 2.5 The tour shipment policy 24 2.6 Comparison of direct and tour shipment policies 30 2.7 Study of direet and tour shipment polieies for ring and line topologies. 31 2.7.1 Ring network topology . 31 2.7.2 Line network topology 36 2.8 Numerieal study 38 2.9 Conclusions 44 3 SSND with Design-Balance and Synchronization Constraints 47 3.1 Introduction . 47 3.2 Literature review 51 3.3 Problem statement 52 304 Problem deseription 53 3.5 MathematicaJ model 56 3.5.1 A simple four-node example 63 3.6 Model Validation 65 3.7 Experimental Results . 68 3.7.1 Instance generation . 68 3.7.2 Computational results 70 3.8 Conclusions 72 3.9 Appendíx A . 74 ·´ \ Contents 4 A Metaheuristic for SSND Problems 4.1 Introduction . 4.2 Problem formulation . 4.2.1 Structure of the solution of the model 4.3 Solution method ... . . . . . . . . . . . . . 4.3.1 Construction of an initial feasible solution 4.3.2 Search space and neighborhood structure 4.3.3 Neighborhood problem formulation .... 4.3.4 Mathematical formulation of neighborhood problems 4.3.5 Learning schemes and memory lists. . . . . . . 4.3.6 Int.ensification and diversificat.ioll search phases 4.3.7 Post-optimization seareh phase . 4.4 Computational experiments . 4.4.1 Benchmark of the proposed search procedure 4.5 Conclusions 4.6 Appendix B . 5 Empty Container Repositioning Games 5.1 Introduction . 5.2 Preliminaries . . . . . . . . . . . . . . . 5.2.1 Graphs and linear programming 5.2.2 Cooperative game theory .... 5.3 Modeling approaeh and game definition 5.4 ILP and its linear relaxation . 5.5 Core of ECR-games . 5.6 Allocation rules for ECR-situations and their properties 5.7 Conclusions 5.8 Appendix C 6 Conclusions 6.1 Summary of results . . . . . . . 6.2 Discussion and future research Surnmary About the author 81 81 83 86 86 91 93 94 108 112 113 115 115 116 119 123 125 125 128 128 129 131 144 148 151 167 169 171 172 . 174 185 189
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Descarga web gratuita
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Technische Universiteit Eindhoven
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16 diciembre 2014
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Inglés
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2.3.0.0.0.Gestión y planificación del transporte
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2.1400 Transporte intermodal / multimodal
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2.1410 Transporte de contenedores
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Mediateca
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1
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http://alexandria.tue.nl/extra2/766077.pdf
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Web
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Consulta: 16 diciembre 2014
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Resultados / 
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