strategies to cope with disruptions in urban public transportation networks
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Department of D ecision and Information Sciences. Strategies to cope with disruptions in urban public transportation networks. Evelien van der Hurk. Complexity in Public Transport: http://www.computr.eu. AN introduction. From Rotterdam, The N etherlands. AN introduction. - PowerPoint PPT PresentationTRANSCRIPT
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Strategies to cope with disruptions in urban public transportation networks
Evelien van der Hurk
Department of Decision and Information Sciences
Complexity in Public Transport: http://www.computr.eu
Afbeelding invoegenAN INTRODUCTION
• From Rotterdam, The Netherlands
Afbeelding invoegenAN INTRODUCTION
• From Rotterdam, The Netherlands• Collaboration with Netherlands Railways
Afbeelding invoegenAN INTRODUCTION
• From Rotterdam, The Netherlands• Collaboration with Netherlands Railways• Thesis focus on
– analysing passenger flows/behavior– Disruption Management– Interaction between passenger and logistic system
Afbeelding invoegenAN INTRODUCTION
• From Rotterdam, The Netherlands• Collaboration with Netherlands Railways• Thesis focus on
– analysing passenger flows/behavior– Disruption Management– Interaction between passenger and logistic system
• 3 months at MIT, Prof Larson, Prof Sussman, Prof Wilson
Afbeelding invoegenRESEARCH QUESTION
Is it possible to use the interaction between passenger route choice, the operations, and operation's control to increase service level by dynamically changing the network structure?
Afbeelding invoegenAN EXAMPLE CLOSE TO HOME – MBTA NETWORK
Afbeelding invoegenLONGFELLOW BRIDGE CLOSURE - MBTA’S PLAN
Afbeelding invoegenPLANNING SHUTTLES
Afbeelding invoegenTHE LINE PLANNING PROBLEM – EXAMPLE NETWORK
Station
Red Line
Broadway Downtown crossingKendall/MIT
Back Bay
Community College
Orange Line
Afbeelding invoegenTHE LINE PLANNING PROBLEM – EXAMPLE NETWORK
Station
Red LineOrange Line
Entrance
ExitEnter, exit and transfer arcs
Choose line with operating frequency and capacity
Broadway Downtown crossing
Kendall/MIT
Back Bay
Community College
Afbeelding invoegenTHE LINE PLANNING PROBLEM – EXAMPLE NETWORK
Station
Red LineOrange Line
Entrance
ExitEnter, exit and transfer arcs
Broadway Downtown crossing
Kendall/MIT
Back Bay
Community College
shuttle 1shuttle 2
Choose lines and shuttles with operating frequency and capacity
Afbeelding invoegenLINE PLANNING MODEL
Afbeelding invoegenSUMMARY
Is it possible to use the interaction between passenger route choice, the operations, and operation's control to increase service level by dynamically changing the network structure?
• Planned Disruptions• Network effects• Both Passengers and Logistics
• Practical examples (but theoretical model)– MBTA – longfellow bridge– TfL – to be decided
• Outcome: plan for logistics & plan for detour of passengers
Afbeelding invoegenCASE STUDY OF LONGFELLOWBRIDGE
Afbeelding invoegenDISCUSSION
Afbeelding invoegenMOTIVATION – DEDUCTION OF PASSENGER’S ROUTE CHOICE
Knowledge on passenger route choice provides• Estimate demand for capacity• Test assumptions on passenger behavior and route choice• Hind-sight analysis of passenger service (delays)• Forecasting of future denand and effects in network
So far:• Surveys and panel data to deduce route choice• Models for route choice: maximum utilitym regret minimization,…
Now:• Automated Fare Collection (AFC) Systems generetae detailed data on journeys
Question:Can we deduce route choice from the Automated Fare Collection Systems data?
Afbeelding invoegenPROBLEM OVERVIEW ROUTE DEDUCTION FROM AFC
• Which route (time, space, trains) did a passenger take?
Station A
Station BPlatform i Platfor
m k
ci
•cotimeci
co
trains
Time +Station
Time +Station
Conductor check
Afbeelding invoegenDATA
• Smart card data– Origin station, destination station, start time, end time, card id
• Realized timetable– Departure time station, arrival time station, train number
• Conductor checks– Card id, time, train number
General: 5 days Over 500,000 journeys, about 1/3 with conductor check full Dutch Railway network of Netherlands Railways trains Comparison between disrupted and non disrupted days
Afbeelding invoegenMODEL
• Generate Paths Based on Realized Timetable• Link a route to a path:
– Find the set of routes leading from O to D that fit within the time interval of check-in, check out
– If multiple routes fit, select one based on:1) First Departure (FD)2) Last Arrival (LA)3) Least Transfers (LT)4) Selected Least Transfers Last Arrival (STA)
• Check accuracy of matching based on conductor checks: – does assigned route have train?
Afbeelding invoegenMODEL - SCHEMATIC
Afbeelding invoegenEXAMPLE
Journey:From To Depature Arrival Card IDA B 8:00 8:46 xxyy
Departure Arrival Transfers Train Numbers
7:55 8:15 0 1101
8:02 8:43 2 100,200,300
8:05 8:45 0 400
8:05 8:43 1 200,300
8:20 8:46 0 1102
8:32 8:57 1 400,500
EXAMPLE – STEP 1 ROUTE GENERATION (PREPROCESSING)
From To Depature Arrival Card IDA B 8:00 8:46 xxyy
Journey:
Preprocessing – Route generation.Results for A-B:
Departure Arrival Transfers Train Numbers
7:55 8:15 0 1101
8:02 8:43 2 100,200,300
8:05 8:45 0 400
8:05 8:43 1 200,300
8:20 8:46 0 1102
8:32 8:57 1 400,500
EXAMPLE – STEP 2 ROUTE SELECTION
From To Depature Arrival Card IDA B 8:00 8:46 xxyy
Journey:
Select Routes within check-in and check-out
EXAMPLE – STEP 2 ROUTE SELECTION
From To Depature Arrival Card IDRotterdam Amsterdam xxyy
Journey:
Select based on Decision rule.4 scenarios for decision rules:
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FD: First DepartureLA: Last ArrivalLT: Least TransfersSTA: Selected least Transfers last Arrival
EXAMPLE – STEP 2 ROUTE SELECTION
From To Depature Arrival Card IDRotterdam Amsterdam xxyy
Journey:
Select based on Decision rule (tested 4 decision rules)
Afbeelding invoegen
Departure Arrival Transfers Train Numbers
7:55 8:15 0 1101
8:02 8:43 2 100,200,300
8:05 8:45 0 400
8:05 8:43 1 200,300
8:20 8:46 0 1102
8:32 8:57 1 400,500
FD
LT + LA
STA
EXAMPLE – STEP 3 VALIDATION
From To Depature Arrival Card IDRotterdam Amsterdam xxyy
Journey:
Check selection with MCL data :STA is correct choice, Other decision rules or wrong (in example)
From To Time TrainNumber Card IDC D 8:20 400 xxyy
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Departure Arrival Transfers Train Numbers
8:02 8:43 2 100,200,300
8:05 8:45 0 400
8:20 8:46 0 1102
FD
LT + LASTA
RESULTS
Results for 5 days with extended list of journeys, realized timetable
Results for 1 day with different settings
Extended List: using conductor checks to find addtional routes
Afbeelding invoegenCONCLUSIONS / FUTURE WORK
Conclusions• Method for linking routes up to an accuracy of over 85%• Passengers do not travel only on shortest paths• Increasing path side based on conductor checks improves linking• Based on linking insight into behavior in disruptions can be obtained,
e.g. change in arrival at platform when timetable changes
Future work• Include learning of routes based on historic conductor data• Research individual choice rules instead of one global behavioral rule• Formulate general rules for route choice of passengers
Afbeelding invoegenQUESTIONS?
Questions?
Suggestions?
Thanks for your attention!
DIFFERENCE IN TRAVEL BEHAVIOR
Compare in-vehicle travel time differences with departure-arrival travel time differences between normal days and disrupted days: