A Survey on Mixed Traffic Flow Characteristics in Connected Vehicle Environments
Abstract
:1. Introduction
2. Overview of Traffic Flow in Connected Vehicle Environments
2.1. The Development Situation and Trend of Connected Vehicle Technologies
2.2. Related Definitions
- Intelligent transportation system (ITS)
- Intelligent cooperative vehicle infrastructure system
- Advanced traffic management system
- Intelligent road network
- Intelligent connected vehicle
- Mixed traffic flow
3. Traffic Flow Models for Mixed Traffic Flow
3.1. Microscopic Traffic Flow Models
3.1.1. Car-Following Model
- (1)
3.1.2. Car Following Models under Intelligent Connected Vehicle Environment
3.1.3. Lane-Changing Model
3.2. Macroscopic Traffic Flow Models
4. Methodology of Characteristics of Analysis for Mixed Traffic Flow
4.1. Numerical Simulation Analysis Method
4.2. Simulation Experiment in a Software Virtual Environment
4.3. Driving Simulator-Based Simulation Experiment
4.4. Naturalistic Driving Data-Based Statistical Analysis Method
5. Lane-Management Methods for Mixed Traffic Flow
5.1. Speed Control Optimization Methods
5.2. Optimization Methods of Dedicated Lane-Management Strategy
6. Conclusions and Prospects
Author Contributions
Funding
Conflicts of Interest
References
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Model Types | Model Characteristics | Base Models | Novelty | Limitations | Ref# |
---|---|---|---|---|---|
Stimulus-response model | The leading vehicle effect on the driver is expressed as a stimulus; the driver’s perception is regarded as a sensitivity coefficient to the stimulus, and the driver’s response can be expressed as the acceleration of the car following. | RV model. GM model. Newell model. | Simple traffic phenomena can be modeled, and the implementation effect is good. | For more complex traffic phenomena, the model will be very complex and the effect of model implementation is poor. | [19,20,21,22,23,24] |
Safety distance model | The driver always expects to keep a safe headway with the leading vehicle. When the driver of the front guide car suddenly brakes, the driver of the following car is allowed enough time to slow down and stop, so as to avoid the collision. | CA model. FRESIM model. CARSIM model. | The model is practical and effective. | The safety distance of the model only ensures that collision will not occur in case of emergency braking. | [25,26,27,28] |
Physiological and psychological model | Based on the driver’s perception and reaction characteristics, this paper attempts to introduce more human factors into the car following behavior modeling to better adapt to real driving behavior. | Wiedemann74 model. | Nowadays, the popular driver psychological car following model often randomly generates the threshold for dividing various driving states according to a certain statistical distribution law, in order to expect to obtain the random characteristics of traffic flow more in line with the actual requirements. | The current driving psychological car following model cannot analyze and model all driving behavior characteristics. | [29,30] |
Artificial intelligence model | It is difficult to accurately express the driver’s characteristics with a mathematical model, so the artificial intelligence method is a better choice that can effectively describe the driver’s characteristics. This is also one of the research hotspots of car-following behavior modeling in recent years. | The fuzzy MISSION model. TRAFFIC-JAM model. Artificial neural network model. Fuzzy neural network model. | It shows certain advantages in dealing with complex nonlinear problems, and shows good learning ability under large data samples. | The physical meaning of some models is not clear, the calibrated parameters change greatly under different conditions, and are greatly affected by the data. When the driving environment changes greatly, the fitting results are often far from the reality. | [25,31,32] |
Model Types | Model Characteristics | Base Models | Novelty | Limitations | Ref# |
---|---|---|---|---|---|
Optimized velocity model | In essence, it is similar to the stimulus-response model, but the stimulus is the difference between the vehicle speed and the optimized speed. The model is more intuitive, simple, and easy to analyze. | OV Model. FVD Model. | By using linear and nonlinear stability theory to analyze the optimal speed model, the stability conditions of the model and the propagation mechanism of traffic jam at the critical point can be obtained. | In the model simulation, there exist too fast acceleration, unreasonable acceleration and deceleration, and even reversing and collision. | [33,34,35] |
Intelligent driver model | The model includes the acceleration trend in the free state and the deceleration trend considering the collision with the leading vehicle. The numerical simulation results are consistent with the measured data and can reproduce complex macroscopic traffic phenomenon. | Intelligent Driver Model. | It has parameter calibration. At the same time, unlike previous studies, a large number of parameters need to be calibrated. In this model, only a few parameters need to be adjusted, and the free flow and crowded flow can be expressed separately with the same expression. | It is difficult to obtain the simulation effect of intelligent control and cooperative driving. | [36,37,38] |
Cellular automata model | In essence, it is defined as a dynamic system that evolves in discrete time dimension according to certain local rules in a cellular space composed of discrete and finite cells. | Wolfram 184 Model. Na Sch Model. FI Model. | In the process of simulation calculation, the calculation speed is relatively fast, which is especially suitable for traffic simulation of large-scale road networks. At the same time, based on the model, the reasonably designed evolution process can reproduce most common phenomena in traffic. | There are few such regular and consistent spatial systems in the real world. Some limitations of cell model restrict its ability to simulate the real world. | [39,40,41,42,43,44,45] |
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Chang, X.; Zhang, X.; Li, H.; Wang, C.; Liu, Z. A Survey on Mixed Traffic Flow Characteristics in Connected Vehicle Environments. Sustainability 2022, 14, 7629. https://doi.org/10.3390/su14137629
Chang X, Zhang X, Li H, Wang C, Liu Z. A Survey on Mixed Traffic Flow Characteristics in Connected Vehicle Environments. Sustainability. 2022; 14(13):7629. https://doi.org/10.3390/su14137629
Chicago/Turabian StyleChang, Xin, Xingjian Zhang, Haichao Li, Chang Wang, and Zhe Liu. 2022. "A Survey on Mixed Traffic Flow Characteristics in Connected Vehicle Environments" Sustainability 14, no. 13: 7629. https://doi.org/10.3390/su14137629