Analyzing the Growth Plan Vision: Innovations in Transportation Modelling Jesse Coleman, IBI Group 21 st International EMME Conference Toronto, Ontario.

Slides:



Advertisements
Similar presentations
THURSTON REGION MULTIMODAL TRAVEL DEMAND FORECASTING MODEL IMPLEMENTATION IN EMME/2 - Presentation at the 15th International EMME/2 Users Group Conference.
Advertisements

Parsons Brinckerhoff Chicago, Illinois GIS Estimation of Transit Access Parameters for Mode Choice Models GIS in Transit Conference October 16-17, 2013.
Missoula Planning Summit Milestone 14 August, 2008 Missoula, Montana.
Getting on the MOVES: Using Dynameq and the US EPA MOVES Model to Measure the Air Pollution Emissions TRPC – Smart Corridors Project Chris Breiland Fehr.
Norman Washington Garrick CE 2710 Spring 2014 Lecture 07
The SoCoMMS Model Paul Read Dan Jones. The Presentation Outline of the Study The Modelling Framework Accessibility Model.
Time of day choice models The “weakest link” in our current methods(?) Change the use of network models… Run static assignments for more periods of the.
What is the Model??? A Primer on Transportation Demand Forecasting Models Shawn Turner Theo Petritsch Keith Lovan Lisa Aultman-Hall.
Status of the SEMCOG E6 Travel Model SEMCOG TMIP Peer Review Panel Meeting December 12, 2011 presented by Liyang Feng, SEMCOG Thomas Rossi, Cambridge Systematics.
Subarea Model Development – Integration of Travel Demand across Geographical, Temporal and Modeling Frameworks Naveen Juvva AECOM.
Materials developed by K. Watkins, J. LaMondia and C. Brakewood TODs & Complete Streets Unit 6: Station Design & Access.
Lec 8, TD: part 1, ch.5-1&2; C2 H/O: pp : Urban Transportation Planning, Intro. Urban transportation planning process and demand forecasting Short-
Planning Process ► Early Transport Planning  Engineering-oriented  1944, First “ O-D ” study  Computational advances helped launch new era in planning.
Alain Bertaud Urbanist Module 2: Spatial Analysis and Urban Land Planning The Spatial Structure of Cities: International Examples of the Interaction of.
Joint Program in Transportation University of Toronto Generalized Time Transit Assignment in a Multi- Modal/Service Transit Network Eric J. Miller, Ph.D.
An Experimental Procedure for Mid Block-Based Traffic Assignment on Sub-area with Detailed Road Network Tao Ye M.A.Sc Candidate University of Toronto MCRI.
1. 2 VIA Long Range Plan  Vision for High-Capacity Transit across VIA service area by 2035  From extensive public and stakeholder input  Prioritization.
Regional and urban Policy Measuring access to public transport in European cities Hugo Poelman REGIO-GIS DG Regional and Urban Policy.
Transport Modelling– An overview of the four modeling stages
Paul Roberts – TIF Technical Manager Presentation to the TPS – 3 June 2009.
BALTIMORE METROPOLITAN COUNCIL MODEL ENHANCEMENTS FOR THE RED LINE PROJECT AMPO TRAVEL MODEL WORK GROUP March 20, 2006.
Transit Estimation and Mode Split CE 451/551 Source: NHI course on Travel Demand Forecasting (152054A) Session 7.
Enter Presentation Name Public Works Transportation Division ACT Canada Sustainable Mobility Summit Hamilton, Ontario Transit Plenary November, 7, 2012.
TRB Transportation Planning Applications Conference Houston, Texas May 2009 Ann Arbor Transportation Plan Update-- Connecting the Land Use & Transportation.
Toronto: Gardiner Expressway Study Paramics 2009 UGM: Newark October 5, 2009.
Calculating Transportation System User Benefits: Interface Challenges between EMME/2 and Summit Principle Author: Jennifer John Senior Transportation Planner.
June 15, 2010 For the Missoula Metropolitan Planning Organization Travel Modeling
Transportation leadership you can trust. presented to TRB Planning Applications Conference presented by Vamsee Modugula Cambridge Systematics, Inc. May.
Lecture 4 Transport Network and Flows. Mobility, Space and Place Transport is the vector by which movement and mobility is facilitated. It represents.
Business Logistics 420 Public Transportation Lecture 20: Transit System Design.
1 The Aggregate Rail Ridership Forecasting Model: Overview Dave Schmitt, AICP Southeast Florida Users Group November 14 th 2008.
Characteristics of Weekend Travel in the City of Calgary: Towards a Model of Weekend Travel Demand JD Hunt, University of Calgary DM Atkins, City of Calgary.
Modeling in the “Real World” John Britting Wasatch Front Regional Council April 19, 2005.
Transportation Planning, Transportation Demand Analysis Land Use-Transportation Interaction Transportation Planning Framework Transportation Demand Analysis.
TRANSPORT The Cambridge Futures response to the Draft Structure Plan Dr Tony Hargreaves, Cambridge Futures.
Capturing the Effects of Smart Growth on Travel and Climate Change Jerry Walters, Fehr & Peers Modeling for Regional and Interregional Planning Caltrans.
Cal y Mayor y Asociados, S.C. Atizapan – El Rosario Light Rail Transit Demand Study October th International EMME/2 UGM.
Mobility energy use for different residential urban patterns in India Anil Kashyap, Jim Berry, Stanley McGreal, School of the Built Environment.
Major Transportation Corridor Studies Using an EMME/2 Travel Demand Forecasting Model: The Trans-Lake Washington Study Carlos Espindola, Youssef Dehghani.
HELIOS: Household Employment and Land Impact Outcomes Simulator FLORIDA STATEWIDE IMPLEMENTATION Development & Application Stephen Lawe RSG Michael Doherty.
Incorporating Traffic Operations into Demand Forecasting Model Daniel Ghile, Stephen Gardner 22 nd international EMME Users’ Conference, Portland September.
Ying Chen, AICP, PTP, Parsons Brinckerhoff Ronald Eash, PE, Parsons Brinckerhoff Mary Lupa, AICP, Parsons Brinckerhoff 13 th TRB Transportation Planning.
Joint Development of Land Use and Light Rail Stations The Case of Tel Aviv Regional Science Association International -The Israeli Section Daniel Shefer,
FDOT Transit Office Modeling Initiatives The Transit Office has undertaken a number of initiatives in collaboration with the Systems Planning Office and.
EMME/2 Conference Gautrain Rapid Rail Link: Forecasting Diversion from Car to Rail 8 September 2004 Presented by Johan De Bruyn.
Calgary Commercial Movement Model Kevin Stefan, City of Calgary J.D. Hunt, University of Calgary Prepared for the 17th International EMME/2 Conference.
Regional Transit Study Project Update. Four open houses held between November , 2009 Informed and engaged the public in the study process Provided.
Dowling Associates, Inc. 19 th International EMME/2 Users’ Conference – 21 October 2005 Derivation of Travel Demand Elasticities from a Tour-Based Microsimulation.
How Does Your Model Measure Up Presented at TRB National Transportation Planning Applications Conference by Phil Shapiro Frank Spielberg VHB May, 2007.
1 Fine Tuning Mathematical Models for Toll Applications Dr. A. Mekky, P.Eng., A. Tai, M. Khan Ministry of Transportation, Ontario, Canada.
Comparison of an ABTM and a 4-Step Model as a Tool for Transportation Planning TRB Transportation Planning Application Conference May 8, 2007.
Presented to MTF Transit Committee presented by David Schmitt, AICP November 20, 2008 FSUTMS Transit Model Application.
Relationship between Land Use and Transportation by Rae J. Furlonge.
Transportation leadership you can trust. presented to Florida Transit Modeling Workshop presented by Thomas Rossi Cambridge Systematics, Inc. April 8,
Regional and urban Policy Developing harmonised indicators on urban public transport in Europe Hugo Poelman European Commission DG Regional and Urban Policy.
A Tour-Based Urban Freight Transportation Model Based on Entropy Maximization Qian Wang, Assistant Professor Department of Civil, Structural and Environmental.
Visions of Transportation and Urban Form in the GTA Bruce McCuaig Assistant Deputy Minister Ministry of Transportation.
An AQ Assessment Tool for Local Land Use Decisio ns 13 th TRB Transportation Planning Applications Conference May 9, 2011 Reno, Nevada Mark Filipi, AICP.
CE Urban Transportation Planning and Management Iowa State University Calibration and Adjustment Techniques, Part 1 Source: Calibration and Adjustment.
Generated Trips and their Implications for Transport Modelling using EMME/2 Marwan AL-Azzawi Senior Transport Planner PDC Consultants, UK Also at Napier.
Shaping our Future Transportation Transportation trends Influencing trends through land use decisions Alternative futures: Base Case and Scenario Complementary.
Transit Oriented Development in Practice Professor Phil Charles | Centre for Transport Strategy TOD Down Under: The Mill Albion.
Complete Streets Training Module 4a – Understanding Context.
COMPREHENSIVE PLAN UPDATE MEETING 2 – TRANSPORTATION ELEMENT 12/12/2013.
1st November, 2016 Transport Modelling – Developing a better understanding of Short Lived Events Marcel Pooke – Operational Modelling & Visualisation Manager.
Karen Tsang Bureau of Transport Statistics Department of Transport
Chapter 4. Modeling Transportation Demand and Supply
By Lewis Dijkstra, PhD Deputy Head of the Economic Analysis Unit,
Norman Washington Garrick CE 2710 Spring 2016 Lecture 07
An Analytical Modeling Tool for Active Transportation Strategy Evaluation Presented by: Jinghua Xu, Ph.D., PE May 16, 2017.
Presentation transcript:

Analyzing the Growth Plan Vision: Innovations in Transportation Modelling Jesse Coleman, IBI Group 21 st International EMME Conference Toronto, Ontario October 10, 2007

1 Outline Introduction to GGH Model Challenges Land use typologies Network development issues Mode choice implications Conclusions

2 Project Overview Goal is to develop transportation and land use forecasting tools for the Ontario Ministry of Transportation (MTO) to be used for all major Ministry planning studies and environmental assessments (EA) The model must be sensitive to Growth Plan land use changes and be able to capture the impacts of major public transit investments

3 Study Area Overview The Growth Plan for the Greater Golden Horseshoe “Places to Grow” was created as a blueprint on how to accommodate new growth in the GGH. Population projected to grow by 48% from 7.79 million in 2001 to 11.5 million in 2031 Employment projected to grow by 46% from 3.81 million in 2001 to 5.56 million in 2031 Covers a total land area of 33,400 sq. km.

4 Places to Grow Allocate growth to built up areas where the capacity exists to best accommodate population and employment growth, while providing strict criteria for settlement boundary expansions Promote transit supportive densities and a healthy mix of residential and employment land uses

5 Model Structure Tour-based four stage model 4 purposes: work, elementary/secondary school, post-secondary school, shopping, other Auto ownership model (ordered logit) Feedback between model elements for improved sensitivity (mode choice-trip distribution, trip- distribution-auto ownership) Park and ride station choice model

6 Challenges How to implement one model that can accurately predict travel behaviour in a very large geographic area, made up of several commuter sheds –Can one model handle this problem? How to maximize sensitivity to land use policies and improvements in transit service, without hard-coding to current conditions Strategy: Solve challenges by focusing on micro scale network development issues and by basing all stages of the model around a land use area type typology

Land Use Classification

8 Land Use Area Type Classification Area types are used to improve the model sensitivity to land use changes. The area types feed directly into several model elements, including: –Network development –Auto ownership model –Trip distribution –Mode choice –Commercial vehicle trip generation Several elements are incorporated into the classification: urban density, land use mix, road network configuration, and local nodes/corridors.

9 Area Type Density Classification Density Range (People+Jobs/Hect are) Land Use TypeTransit Level of Service <10RuralUnable to support transit service Suburban Low DensityUnable to support minimum level of bus service (30 minute headways). Opportunity for limited dial-a-bus service Suburban High DensityMinimal bus service, operating at 30 minute headways Urban Low DensityIntermediate bus service (10-20 minute headways) Urban High DensityFrequent Bus Service (less than 10 minute headways). At the upper end of the range, can support some higher order transit (BRT/LRT) if linking high density centres. 200+CBDSupports higher order transit such as BRT /LRT, ideally in high density nodes connected by medium/high density corridors. High capacity rapid transit modes such as subways can be supported when densities exceed 400 people+jobs per hectare.

10 Area Type Density Classification

11 Area Type Land Use Mix Classification An entropy measure is used to determine the land use mix, designated each zone as being either residential, industrial or mixed. Jobs/Workers Entropy Measure Jobs/WorkersLand Use Type <0.85Workers>JobsResidential <0.85Jobs>WorkersIndustrial >0.85n/aMixed The land use mix classification is shown in the table below:

Network Development

13 Transit Walk Access Problem –Need to remove zone size bias from the walk access/egress legs of transit trips –This effect is most severe outside the City of Toronto where zone sizes tend to be larger Solution –Develop a means to derive actual walk distance from the network-coded straight-line distance from zone centroids to bus-stop nodes

14 Existing Transit Access Distances (TTS) A: Centroid Lengths B: Observed Transit Access Distances

15 Transit Walk Access Walk access distance based on current centroid connectors is the MAXIMUM distance for a zone not the average Centroid Connector Zone Centroid Two Step Approach: Apply factor to centroid length to obtain average straight line transit access distance Apply a factor to convert from straight line to network distance

16 Transit Walk Access: Average Distance For a typical zone the average walking distance is not represented by the existing centroid lengths: Straight Line Distance = x Existing Centroid Length

17 Transit Walk Access: Network Distance Pedestrian Route Directness (PRD) is a measure of the directness of a given path to a particular destination. Neighbourhood TypePRD Ratio Value (Hess 1997, Randall and Baetz 2001) Urban : Grid street patterns, streetcar suburbs, pre-1940s neighbourhoods 1.3 Suburban : Curvilinear street patterns, cul-de-sacs, conventional suburbs, postwar 1.7 As nodes and corridors are developed within the land use, additional factors may be incorporated to reflect a shortening of walk distances in these areas

18 Transit Time Function Need to accurately model transit travel times in different geographic areas to account for differences in stop spacing and dwell times Approach –Bus travel time on a link/segment is a function of the run time and the dwell time (which in turn is affected by number of stops on the link) TT bus = [Average dwell time/stop]* [Number of stops] +  * [Auto travel time from assignment]

19 TTF Calibration Input assumptions –Stop spacing by area-type –Effective stop spacing, based on frequency of bus stopping for passenger boarding/alighting –Average dwell time/stop Area type is the main factor instead of operating agency

20 Results Total transit time vs auto time Transit run time vs auto time (run time+dwell time) (total time-dwell time) Final transit time function = [DWT area-type ] * [ Length/STOP-SPCNG area-type ] * AUTO-TIME

21 Transit Network Calibration In addition to line count comparisons, analysis was completed to confirm that the GGH Model was replicating observed transferring behaviour –Initially, transfers were greatly over-predicted, with the biggest problems found replicating zero and one transfer trips. The EMME disaggregate assignment feature was used to look at several case studies to identify where in the transit strategies transfers were being over-predicted. Two main problems were found: –Transfers being made for short one or two block transit trips at the access or egress end –Inconsistencies in definition of transit centroid connectors

22 Transit Network Calibration Solution –Walk mode allowed on all links –Transfer/Boarding penalties increased –Ensured that all zones had centroid connectors joining to major arterials, and that this definition was consistent across all geographic areas. This fix led to significant improvements There were some trip interchanges that were still not corrected using these measures due to zone size biases (i.e. differences in where people actually live within a zone and the location of the zone centroid)

Mode Choice Implications & Conclusions

24 Work Tour Mode Choice Nested Logit mode choice models have been estimated using all of the land use variables based on the improved network sensitivities Strong land use variables, no region/city specific dummy variables to limit long term policy sensitivity. Model predicts well across all regions, confirming that one model will be sufficient for the whole GGH –Some “regression to the mean” issues to resolve Land use variables do not compromise sensitivity of level of service variables

25 Conclusions and Future Work Detailed network calibration exercises ensure an accurate portrayal of the mode choice decisions being made, improving the sensitivity of the model to level of service changes. Using a land use area type system allows degrees of freedom to calibrate model to different land use types and cities/regions without hard coding current behaviour by using region/city- specific dummy variables.