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A new adaptive, multiscale traffic simulation
Michael Mahut | michaelm@inrosoftware.com
Michael Florian, Daniel Florian
AITPM, July 26-29 – Sydney, Australia
Motivation
Current Trends
• Larger-scale traffic simulation models are becoming
increasing popular
 Meso and micro simulation-based dynamic traffic assignment
 Metropolitan to regional scale
• Motivated by need for higher realism/fidelity
 Temporal dynamics/resolution
 More detailed network models
• Facilitates modeling of complex mechanisms
 Departure time choice
 Real-time pricing, e.g. congestion-based tolls
 Freeway management, traveller response to information, etc…
Challenges
• Well specified scenarios:
 Algorithms are very good at finding stable, converged solutions
 Existence and uniqueness of solution are observed empirically
• Unbalanced network demand and supply:
 Models become unstable: nonlinear response of network delay
to demand
 Gridlock conditions
 O-D impedances: no longer respond to demand changes
 Non-convergent, unusable solutions
• Conclusion: algorithms are not sufficiently robust
Example: highly congested scenario
High demand scenario
Why don’t we see this effect in static models?
• In a static model (vdf)
 Path travel time = function of link (+turn) v/c ratios on the path
• In a simulation model
 Path travel time is affected by bottlenecks that are not on the
path
 This is due to congestion spillback
• We will refer to delay from bottlenecks off the path as
secondary or indirect delay
 This is the component of delay which grows in a highly
nonlinear way when demand >> supply
A new approach - adaptive simulation
• Adaptive driver response to extreme congestion
 Gradual formation of emergent lanes utilizes spare turn
capacity
• Adaptation is triggered by a delay threshold
 Exogenous parameter, can be calibrated
• Impact on delay propagation
 Delay in emergent lanes is not propagated upstream
+ 5 min
Additional properties
• Adaptive mechanism reduces secondary delay only
 Does not affect primary delay
• Bottleneck (turn) capacities are easily respected
 Extremely low flows can increase to become very low flows
• No vehicles removed from the simulation
• No vehicles lose their paths
Outputs
• Length of individual emergent queues (in vehicles)
• Delay in individual emergent queues
Example 1: High Demand
No adaptation With adaptation
Impact of adaptive mechanism on model convergence
Example 1: High Demand
Length of emergent queues aggregated to nodes
Emergent queues through model iterations
5 iterations 10 iterations 20 iterations
Example 2: Very High Demand
No adaptation With adaptation
Impact of adaptive mechanism on model convergence
Example 2: Very High Demand
Length of emergent queues aggregated to nodes
Conclusions
• Fast models are not enough, we need
more stable models
• We propose an adaptive simulation
approach which responds to extreme
congestion
 Can be tailored to the degree of
congestion inherent in the scenario
 Ensures model stability even when
demand significantly exceeds supply
 Addresses scalability for larger
networks in congested conditions
 Provides a single traffic model at a
consistent level of detail over the entire
network
A new adaptive, multiscale traffic simulation
Michael Mahut | michaelm@inrosoftware.com
Michael Florian, Daniel Florian
AITPM, July 26-29 – Sydney, Australia

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A new adaptive, multi-scale traffic simulation

  • 1. A new adaptive, multiscale traffic simulation Michael Mahut | michaelm@inrosoftware.com Michael Florian, Daniel Florian AITPM, July 26-29 – Sydney, Australia
  • 3. Current Trends • Larger-scale traffic simulation models are becoming increasing popular  Meso and micro simulation-based dynamic traffic assignment  Metropolitan to regional scale • Motivated by need for higher realism/fidelity  Temporal dynamics/resolution  More detailed network models • Facilitates modeling of complex mechanisms  Departure time choice  Real-time pricing, e.g. congestion-based tolls  Freeway management, traveller response to information, etc…
  • 4. Challenges • Well specified scenarios:  Algorithms are very good at finding stable, converged solutions  Existence and uniqueness of solution are observed empirically • Unbalanced network demand and supply:  Models become unstable: nonlinear response of network delay to demand  Gridlock conditions  O-D impedances: no longer respond to demand changes  Non-convergent, unusable solutions • Conclusion: algorithms are not sufficiently robust
  • 7. Why don’t we see this effect in static models? • In a static model (vdf)  Path travel time = function of link (+turn) v/c ratios on the path • In a simulation model  Path travel time is affected by bottlenecks that are not on the path  This is due to congestion spillback • We will refer to delay from bottlenecks off the path as secondary or indirect delay  This is the component of delay which grows in a highly nonlinear way when demand >> supply
  • 8. A new approach - adaptive simulation • Adaptive driver response to extreme congestion  Gradual formation of emergent lanes utilizes spare turn capacity • Adaptation is triggered by a delay threshold  Exogenous parameter, can be calibrated • Impact on delay propagation  Delay in emergent lanes is not propagated upstream + 5 min
  • 9. Additional properties • Adaptive mechanism reduces secondary delay only  Does not affect primary delay • Bottleneck (turn) capacities are easily respected  Extremely low flows can increase to become very low flows • No vehicles removed from the simulation • No vehicles lose their paths Outputs • Length of individual emergent queues (in vehicles) • Delay in individual emergent queues
  • 10. Example 1: High Demand No adaptation With adaptation Impact of adaptive mechanism on model convergence
  • 11. Example 1: High Demand Length of emergent queues aggregated to nodes
  • 12. Emergent queues through model iterations 5 iterations 10 iterations 20 iterations
  • 13. Example 2: Very High Demand No adaptation With adaptation Impact of adaptive mechanism on model convergence
  • 14. Example 2: Very High Demand Length of emergent queues aggregated to nodes
  • 15. Conclusions • Fast models are not enough, we need more stable models • We propose an adaptive simulation approach which responds to extreme congestion  Can be tailored to the degree of congestion inherent in the scenario  Ensures model stability even when demand significantly exceeds supply  Addresses scalability for larger networks in congested conditions  Provides a single traffic model at a consistent level of detail over the entire network
  • 16. A new adaptive, multiscale traffic simulation Michael Mahut | michaelm@inrosoftware.com Michael Florian, Daniel Florian AITPM, July 26-29 – Sydney, Australia

Editor's Notes

  1. Dynameq for wide-area traffic simulation A short list of common applications – there are many others, broadly in the areas of -    Near and long term transportation planning  -    Traffic management Congestion relief strategies - evaluate the benefits of infrastructure expansion - predict toll usage with generalized cost DTA Corridor management - model reserved lanes HOV, HOT lanes, transit lanes Construction mitigation planning - plan road, ramp and lane closures Site impact studies, special events - model the area of influence - obtain vehicle routing as an output
  2. "Dynameq for wide-area traffic simulation" more detail – higher realism than any other DTA on the market multi-class lane-based vehicle simulation Broadly in the areas of -    Near and long term transportation planning  -    Traffic management - Design of facilities