Center for Engineering Logistics and Distribution (CELDi) An NSF sponsored Industry/University Cooperative Research Center Logistics of Using Underground.

Slides:



Advertisements
Similar presentations
Introduction to Transportation Systems. PART II: FREIGHT TRANSPORTATION.
Advertisements

Operations Scheduling
CITY LOGISTICS “Is the process of totally optimising the logistics and transport activities by private companies in urban areas while considering the traffic.
Outline LP formulation of minimal cost flow problem
James Montgomery & Karen Teague. Background  Williams Tank Lines is one of the largest for-hire bulk petroleum carriers in California (Fuel Transport.
Logistics Network Configuration
Network Flows. 2 Ardavan Asef-Vaziri June-2013Transportation Problem and Related Topics Table of Contents Chapter 6 (Network Optimization Problems) Minimum-Cost.
A tabu search heuristic to solve the split delivery Vehicle Routing Problem with Production and Demand Calendars (VRPPDC) Marie-Claude Bolduc Gilbert Laporte,
Modeling Rich Vehicle Routing Problems TIEJ601 Postgraduate Seminar Tuukka Puranen October 19 th 2009.
Linear Programming Example 5 Transportation Problem.
10 December J/ESD.204J Lecture 13 Outline Real Time Control Strategies for Rail Transit Prior Research Shen/Wilson Model Formulation Model Application.
INNER URBAN FREIGHT TRANSPORT AND CITY LOGISTICS Transparencies 2003 EU-funded Urban Transport Research Project Results TRANSPORT TEACHING.
Consumer Packaged Goods Manufacturing Industry Team: Aymaras Pan American Advanced Studies Institute Simulation and Optimization of Globalized Physical.
The SMARTFREIGHT project Hans Westerheim SINTEF ICT.
1.224J Recitation #4 Freight transportation. Topics Homework questions Home Depot MVRP: Multi vehicle routing problem – Applications – Formulation – Heuristics.
National Technical University of Athens An approach to Optimization and Business rules context Contents 1.Optimization: Fundamental principles (maritime.
Chapter 5: Logistics Information Systems pp Data. Communications. Tools. E-Commerce & Logistics.
Plant Layout Evaluation
INTRODUCTION TO LINEAR PROGRAMMING
Quadratic Programming Model for Optimizing Demand-responsive Transit Timetables Huimin Niu Professor and Dean of Traffic and Transportation School Lanzhou.
1SlideBusiness Modelling Team, Consultancy UK OR in Shell Lauretta Ciuffardi Strategy & Business Modelling Consultancy UK.
Decision for the location of Intermodal terminals in a rail-road network Anupam Kulshreshtha IIM - Lucknow.
Business Processes of Harbours and Port Terminals Expert Group for Business Processes of Harbours and Port Terminals BUSINESS PROCESSES OF HARBOURS AND.
Corridor Electrification Environmental Process SVLG Transportation Committee January 9, 2013.
Table 1. Shipping costs, Supply, and Demand for Powerco Example
Lalitanjali Supply Chain Management India Pvt. Ltd “Our Motto” To introduce professional practices in this chaotic and unchartered domain of mere “Trading”
Introduction to Operations Research
Range of Services Range of Services Location Service Area Service Area Innovations Transportation Solutions Transportation Solutions Warehousing Capabilities.
Some network flow problems in urban road networks Michael Zhang Civil and Environmental Engineering University of California Davis.
Supply Chains and Private Sector Dynamics Major trends in freight logistics Supply chains basics Implications for planning Agenda.
Dark Light Dark Light Accent Accent Accent Accent
1 Performance Analysis of Coexisting Secondary Users in Heterogeneous Cognitive Radio Network Xiaohua Li Dept. of Electrical & Computer Engineering State.
1 1 Slide © 2008 Thomson South-Western. All Rights Reserved Slides by JOHN LOUCKS St. Edward’s University.
LOGISTICS MANAGEMENT 2. Definition Of LOGISTIS What is Logistics ?  “ Logistics means having the right thing at the right place, at the right time 
. 1 Transportation and Assignment Problems. . 2 Applications Physical analog of nodes Physical analog of arcs Flow Communication systems phone exchanges,
Hub Location Problems Chapter 12
A Joint Research Project funded under the Seventh Framework Programme (FP7) of the European Commission Innovations in Automated Planning.
1 1 Slide © 2009 South-Western, a part of Cengage Learning Slides by John Loucks St. Edward’s University.
Logistics Management CHAPTER ELEVEN McGraw-Hill/Irwin Copyright © 2011 by the McGraw-Hill Companies, Inc. All rights reserved.
SYSTEM-OF-SYSTEMS THAT ACT LOCALLY FOR OPTIMIZING GLOBALLY EU FP7 - SMALL/MEDIUM-SCALE FOCUSED RESEARCH PROJECT (STREP) FP7-ICT : ADVANCED COMPUTING,
Transportation Logistics Professor Goodchild Spring 2011.
Materials Management Systems
11DSCI4743 Physical Distribution Definition Physical distribution is the movement & storage of finished goods from the end of production to the customer.
Presented to:GMU System-Wide Modeling Workshop By: Joseph Post, ATO NextGen & Ops Planning Date: 10 December 2008 Federal Aviation Administration FAA System-Wide.
1 An Arc-Path Model for OSPF Weight Setting Problem Dr.Jeffery Kennington Anusha Madhavan.
Bicycle Advisory Board September 2, 2015 Freight Master Plan.
Berlin, December 11 th 2012 Faculty of Mechanical Engineering · Chair of Logistics Engineering Network Optimization prior to Dynamic Simulation of AMHS.
Logistics Management CHAPTER ELEVEN McGraw-Hill/Irwin Copyright © 2011 by the McGraw-Hill Companies, Inc. All rights reserved.
12/08/ J/ESD.204J1 Real-Time Control Strategies for Rail Transit Outline: Problem Description and Motivation Model Formulation Model Application.
Transportation Complete the notes page provided for you over Ch. 26.
1 TCOM 5143 Lecture 10 Centralized Networks: Time Delay and Cost Tradeoffs.
December 14, 2007 RPG - CREZ Meeting CREZ Transmission Optimization Study: Update Warren Lasher ERCOT System Assessment.
ITDP Sustainable Transport Summit, June , Budapest, Hungary Global Freight Distribution and City Logistics: A Complex Interface Jean-Paul Rodrigue.
Port Logistic Solutions Group Project Spring ‘06.
Intermodal Logistics Operation In Ford Otosan, Turkey Recai IŞIKTAŞ Logistics Manager.
1 Supply Chain & Logistics Institute Don Ratliff Executive Director - Supply Chain & Logistics Institute Regents and UPS Professor of Logistics
Constraints Space Load Capacity Costs Operating hours.
L11. Link-path formulation
Level Two Supply Chain Management
REAL INNOVATION IN FREIGHT
FORD MOTOR COMPANY Tsirigotis Dionisis
Intermodal Supply Chain Optimization at a Large Retailer Part 1: Model Development Scott J. Mason, Ph.D. Fluor Endowed Chair in Supply Chain Optimization.
Introduction to Linear Programs
Assessing Strengths and Limitations of a Statewide Tour Based Freight Model Using Scenario Analysis in Maryland By Colin Smith, RSG Sabya Mishra, University.
Facility Logistics Simulation at a Large Retailer
Supply Chain Network and Optimization Executive Seminar
Manufacturing Engineering (ME)
The pipeline network has significant gaps that are covered by the KCSM rail system. 
Chapter 6 Network Flow Models.
Physical Distribution Definition
Presentation transcript:

Center for Engineering Logistics and Distribution (CELDi) An NSF sponsored Industry/University Cooperative Research Center Logistics of Using Underground Pipelines for Freight Transportation Freight Pipeline Company James S. Noble, Ph.D., P.E. & Mustafa Sir, Ph. D. Gaohao Luo, Anna McLaughlin, Nichole Smith AGENDA – October 28, 2009 Problem Statement / Approach Current Work Operations Optimization Load / Unload Analysis Simulation 1

Logistics of Using Underground Pipelines for Freight Transportation Research Team: James Noble (PI), Mustafa Sir, Gaohao Luo Anna McLaughlin, Nichole Smith Sponsor: Freight Pipeline Company Problem in context: Many large metro areas around the world are highly congested hindering the flow of freight in and out. Underground freight pipelines or tubes can reduce congestion, reduce environmental impact of freight movement and reduce overall transportation cost. Projects are currently in the evaluation stage in New York, Sydney, Shanghai and others. Important/Expected Results Tube network design – I/O location, flow path Capsule dispatching / control algorithms Cargo tracking approaches Design of load / unloading processes Capacity analysis Technical Approach Assess related logistics issues Develop object oriented simulation model for analyzing dispatching / control approaches Formulate design / operation models Development of solution algorithms Model sensitivity analysis Implementation scenario analysis What can other members use? Network design algorithms Loading/unloading algorithms Cargo tracking strategies Dispatching / control algorithms % Complete 0% 100% 2

Problem Statement Logistics issues associated with freight tube system –Tube network design – I/O location, flow path –Dispatch/control of capsules according to freight shipment needs (capacity and schedule) Tracking of cargo in transit in the pipe and in storage room –Design of cargo loading and unloading process at freight pipeline terminals –Capacity analysis 3

Literature review of related problem areas (i.e. pneumatic pipeline, AGV systems, rail systems) Determination of modeling issues –Technology constraints –# vehicles / train length –Route / network design –Buffer size / load sizes –… Development of simulation model (Simio) Development of optimization models for select design issues Model analysis Project Approach 4

5 Vehicle Technology Vehicle Rqmts - size and # Operation - dispatching - routing Network Design - flow path - # & location P/D Information - ID (RFID) Problem Domain

6 Operation Optimization

7 Minimize Subject to: Operation Optimization Total squared tardiness Sequential operations Capacity

8 Operation Optimization: Case Example Due date (d ij ) Processing Time (p ij ) Number of Capsules Required (c ij ) O O O We assume that there is ONE capsule in the system. The parameters of the example are shown below:

9 Operation Optimization: Case Example S ij (starting time of O ij ) Processing Time (p ij ) Due date (d ij )Tardiness O O O All three operations can be completed using one of the following 3 schedules: 1.O 12  O 23  O 31,then the sum of square of total tardiness = = 14 2.O 23  O 31  O 12, then the sum of square of total tardiness = = 37 3.O 31  O 12  O 23, then the sum of square of total tardiness = = 41 Lingo Results

Load/Unload Concepts 10

Load/Unload Concepts 11

Load/Unload Concepts 12

DemandUnload Rate (mins)Lift Rate (ft/min)Buffer SizeTotal Time# Moved in 24 Hours 10 (expo 6) (expo 6) (expo 6) (expo 6) (expo 6) Unload Demand: 10 containers / hour, 100 / day 13

Unload Demand: 40 containers / hour, 500 /day Demand Unload Rate (Mins) Lift Rate (ft/min) Buffer Size Total Time # Moved in 24 Hours 40 (expo 1.5) (expo 1.5) (expo 1.5) (expo 1.5) (expo 1.5)

Unload Demand: 80 containers / hour, 1000 / day DemandUnload Rate (mins)Lift Rate (ft/min)Buffer SizeTotal Time# Moved in 24 Hours 80 (expo 0.75) (expo 0.75) (expo 0.75) (expo 0.75) (expo 0.75)

System Simulation – Small Loop 16