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Chen, Jianzhong; Peng, Zhiyuan; Fang, Yuan (2014)
Publisher: Hindawi Publishing Corporation
Journal: Mathematical Problems in Engineering
Languages: English
Types: Article
Subjects: TA1-2040, Mathematics, Engineering (General). Civil engineering (General), QA1-939, Article Subject
A three-lane traffic flow model is proposed to investigate the effect of car accidents on the traffic flow. The model is an extension of the full velocity difference (FVD) model by taking into account the lane changing. The extended lane-changing rules are presented to model the lane-changing behaviour. The cases that the car accidents occupy the exterior or interior lane, the medium lane, and two lanes are studied by numerical simulations. The time-space diagrams and the current diagrams are presented, and the traffic jams are investigated. The results show that the car accident has a different effect on the traffic flow when it occupies different lanes. The car accidents have a more serious effect on the whole road when they occupy two lanes. The larger the density is, the greater the influence on the traffic flow becomes.
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    • Nagatani, T.. The physics of traffic jams. Reports on Progress in Physics. 2002; 65 (9): 1331-1386
    • Nagel, K., Schreckenberg, M.. A cellular automaton model for freeway traffic. Journal de Physique I. 1992; 2 (12): 2221-2229
    • Nagatani, T.. Modified KdV equation for jamming transition in the continuum models of traffic. Physica A. 1998; 261 (3-4): 599-607
    • Kerner, B. S.. Empirical macroscopic features of spatial-temporal traffic patterns at highway bottlenecks. Physical Review E. 2002; 65 (4)-30
    • Naito, Y., Nagatani, T.. Safety-collision transition induced by lane changing in traffic flow. Physics Letters A. 2011; 375 (10): 1319-1322
    • Castillo, F., Toledo, B. A., Muñoz, V., Rogan, J., Zarama, R., Kiwi, M., Valdivia, J. A.. City traffic jam relief by stochastic resonance. Physics A. 2014; 403: 65-70
    • Jin, Y. F., Xu, M., Gao, Z. Y.. KdV and kink-antikink solitons in an extended car-following model. Journal of Computational and Nonlinear Dynamics. 2011; 6 (1)-7
    • Yu, L., Shi, Z.-K.. Density waves in traffic flow model with relative velocity. European Physical Journal B. 2007; 57 (1): 115-120
    • Treiber, M., Hennecke, A., Helbing, D.. Congested traffic states in empirical observations and microscopic simulations. Physical Review E. 2000; 62 (2): 1805-1824
    • Chen, J., Shi, Z., Hu, Y., Yu, L., Fang, Y.. An extended macroscopic model for traffic flow on a highway with slopes. International Journal of Modern Physics C. 2013; 24 (9)-1350061, 14
    • Tang, T. Q., Li, C. Y., Huang, H. J.. A new car-following model with the consideration of the driver's forecast effect. Physics Letters A. 2010; 374 (38): 3951-3956
    • Maniccam, S.. Traffic jamming on hexagonal lattice. Physica A. 2003; 321 (3-4): 653-664
    • Nagatani, T.. Jamming and freezing transitions in CA model for facing pedestrian traffic with a soft boundary. Physics Letters A. 2010; 374 (15-16): 1686-1689
    • Toledo, B. A., Muñoz, V., Rogan, J., Tenreiro, C., Valdivia, J. A.. Modeling traffic through a sequence of traffic lights. Physical Review E: Statistical, Nonlinear, and Soft Matter Physics. 2004; 70 (1)-6
    • Villalobos, J., Toledo, B. A., Pastén, D., Rogan, J., Zarama, R., Lammoglia, N., Valdivia, J. A.. Characterization of the nontrivial and chaotic behavior that occurs in a simple city traffic model. Chaos. 2010; 20 (1)-7
    • Xu, M., Gao, Z.. Nonlinear analysis of road traffic flows in discrete dynamical system. Journal of Computational and Nonlinear Dynamics. 2008; 3 (2)-6
    • Xu, M., Gao, Z.. Behaviours in a dynamical model of traffic assignment with elastic demand. Chinese Physics B. 2007; 16 (6): 1608-1614
    • Fang, Y., Chen, J. Z., Peng, Z. Y.. The effect of moving bottlenecks on a two-lane traffic flow. Chinese Physics B. 2013; 22 (10)-9
    • Nagatani, T.. Effect of traffic accident on jamming transition in traffic-flow model. Journal of Physics A. 1993; 26 (19): L1015-L1020
    • Zhu, H. B., Lei, L., Dai, S. Q.. Two-lane traffic simulations with a blockage induced by an accident car. Physica A: Statistical Mechanics and its Applications. 2009; 388 (14): 2903-2910
    • Kerner, B. S., Klenov, S. L., Schreckenberg, M.. Simple cellular automaton model for traffic breakdown, highway capacity, and synchronized flow. Physical Review E. 2011; 84 (4)
    • Qian, Y. S., Zeng, J. W., Du, J. W., Liu, Y. F., Wang, M., Wei, J.. Cellular automaton traffic flow model considering influence of accidents. Acta Physica Sinica. 2011; 60 (6)-10
    • Sheng, P., Zhao, S., Wang, J., Zuo, H.. Study of temporary traffic bottleneck based on cellular automaton model. Acta Physica Sinica. 2010; 59 (6): 3831-3840
    • Kurata, S., Nagatani, T.. Spatio-temporal dynamics of jams in two-lane traffic flow with a blockage. Physica A: Statistical Mechanics and Its Applications. 2003; 318 (3-4): 537-550
    • Bando, M., Hasebe, K., Nakayama, A., Shibata, A., Sugiyama, Y.. Dynamical model of traffic congestion and numerical simulation. Physical Review E. 1995; 51 (2): 1035-1042
    • Sugiyama, N., Nagatani, T.. Multiple-vehicle collision in traffic flow by a sudden slowdown. Physica A. 2013; 392 (8): 1848-1857
    • Jiang, R., Wu, Q. S., Zhu, Z. J.. Full velocity difference model for a car-following theory. Physical Review E. 2001; 64 (1)-4
    • Tang, T. Q., Huang, H. J., Xu, G.. A new macro model with consideration of the traffic interruption probability. Physica A. 2008; 387 (27): 6845-6856
    • Tang, T. Q., Huang, H. J., Wong, S. C., R., Jiang. A new car-following model with consideration of the traffic interruption probability. Chinese Physics B. 2009; 18 (3): 975-983
    • Zhao, S.. Effect of the position of accident on traffic waves. Acta Physica Sinica. 2009; 58 (11): 7497-7501
    • Tian, C., Sun, D.. Continuum modeling for two-lane traffic flow with consideration of the traffic interruption probability. Chinese Physics B. 2010; 19 (12)-9
    • Tang, T. Q., Li, P., Wu, Y. H., Huang, H. J.. A macro model for traffic flow with consideration of static bottleneck. Communications in Theoretical Physics. 2012; 58 (2): 300-306
    • Tang, T. Q., Li, P., Yang, X. B.. An extended macro model for traffic flow with consideration of multi static bottlenecks. Physica A: Statistical Mechanics and Its Applications. 2013; 392 (17): 3537-3545
    • Lv, W., Song, W., Fang, Z.. Three-lane changing behaviour simulation using a modified optimal velocity model. Physica A. 2011; 390 (12): 2303-2314
    • Toledo, B. A., Cerda, E., Rogan, J., Muñoz, V., Tenreiro, C., Zarama, R., Valdivia, J. A.. Universal and nonuniversal features in a model of city traffic. Physical Review E. 2007; 75 (2)-10
    • Varas, A., Cornejo, M. D., Toledo, B. A., Muñoz, V., Rogan, J., Zarama, R., Valdivia, J. A.. Resonance, criticality, and emergence in city traffic investigated in cellular automaton models. Physical Review E. 2009; 80 (5)-7
    • Pastén, D., Muñoz, V., Toledo, B., Villalobos, J., Zarama, R., Rogan, J., Valdivia, J. A.. Universal behavior in a model of city traffic with unequal green/red times. Physica A. 2012; 391 (21): 5230-5243
    • Toledo, B. A., Sanjuan, M. A. F., Muñoz, V., Rogan, J., Valdivia, J. A.. Non-smooth transitions in a simple city traffic model analyzed through supertracks. Communications in Nonlinear Science and Numerical Simulation. 2013; 18 (1): 81-88
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