1. System capacity model and algorithm for urban multimodal transport network with transfer.
- Author
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Zhao, Fang, Si, Bingfeng, Su, Guanghui, Lu, Tianwei, and Ramasco, Jose J.
- Subjects
- *
GENETIC algorithms , *ALGORITHMS , *MATRICES (Mathematics) , *EQUILIBRIUM , *VOYAGES & travels - Abstract
This paper proposes a method for calculating transport networks capacity in dealing with multimodal transfers. Multimodal networks are represented by a modified 'supernetwork', while the passenger's travels are defined as 'superpaths'. Within this framework, the relation between the travel demand from O-D matrices and the resulting link flows in the supernetwork is modelled as a relationship matrix to describe urban mobility by using a logit-based stochastic user equilibrium. Based on this relationship matrix, an approximate iteration algorithm (AIA) is developed. Our numerical results show that the AIA performs better than the sensitivity analysis-based algorithm (SAB) and genetic algorithm (GA) regarding the execution-time, and that the capacity of multimodal transport networks can be underestimated if the combined travels are neglected. [ABSTRACT FROM AUTHOR]
- Published
- 2025
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