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Dynamic user equilibrium problem with link capacity and first-in-first-out constraints
The paper incorporates both the link capacity and first-in-first-out constraints into the dynamic user equilibrium problem. The corresponding dynamic equilibrium conditions for each origin-destination pair and time interval state that the generalized route travel times experienced by travelers are equal and minimal. A nested Lagrangian method embedding the gradient projection algorithm is then proposed and demonstrated with a numerical example.
Dynamic user equilibrium problem with link capacity and first-in-first-out constraints
The paper incorporates both the link capacity and first-in-first-out constraints into the dynamic user equilibrium problem. The corresponding dynamic equilibrium conditions for each origin-destination pair and time interval state that the generalized route travel times experienced by travelers are equal and minimal. A nested Lagrangian method embedding the gradient projection algorithm is then proposed and demonstrated with a numerical example.
Dynamic user equilibrium problem with link capacity and first-in-first-out constraints
Huey-Kuo Chen, (author) / Shin-Hao Lui, (author) / Chia-Wei Chang, (author)
2002-01-01
380588 byte
Conference paper
Electronic Resource
English
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