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论文:2013,Vol:31,Issue(6):952-957 |
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引用本文: |
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周文琳, 张骏, 史忠科, 刘通. 全速度差简化模型及其实验验证[J]. 西北工业大学 |
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Zhou Wenlin, Zhang Jun, Shi Zhongke, Liu Tong. A Simplified Full Velocity Difference Model and Its Experimental Verification[J]. Northwestern polytechnical university |
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全速度差简化模型及其实验验证 |
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周文琳, 张骏, 史忠科, 刘通 |
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西北工业大学 自动化学院, 陕西 西安 710072 |
摘要: |
为了解决二阶微分方程的数值模拟难以在交通信号控制机中实现的问题,以全速度差(FVD)模型为基础,提出低阶的全速度差简化(FVDS)模型,先用数值模拟分析方法将全速度差简化模型与改进Newell模型相比,结果表明相比于现有的改进Newell模型,全速度差简化模型的稳定性更高。为进一步验证模型的实用性,利用全速度差简化模型以及改进Newell模型预测交叉路口跟驰行为中跟驰车辆的速度值,并与交叉路口实测跟驰行为中跟驰车辆的速度值进行比较。结果表明,全速度差简化模型对跟驰车辆速度的预测值与实际值的残差比改进Newell模型对跟驰车辆速度的预测值与实际值的残差更小,全速度差简化模型比改进Newell模型更有效。 |
关键词:
智能交通系统
数学模型
跟驰模型
FVDS模型
FVD模型
改进Newell模型
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A Simplified Full Velocity Difference Model and Its Experimental Verification |
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Zhou Wenlin, Zhang Jun, Shi Zhongke, Liu Tong |
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Department of Automatic control, Northwestern Polytechnical University, Xi'an 710072, China |
Abstract: |
In order to solve the problem that numerical simulation of second order differential equation is difficult to achieve in the intersection road traffic signal controller, this paper will present a lower order simplified full velocity difference model.Firstly, using numerical simulation analysis method to compare simplified full velocity difference model with improved Newell model, we obtain results that show, compared with the existing improved Newell mod-el, simplified full velocity difference model is more stable than the improved Newell model.To further validate the usefulness of the model, we utilize simplified full velocity difference model and improved Newell model to predict the velocity of the car in the car following behavior which is at the intersection, and compare it with that measured at the intersection.The results and their analysis showed preliminarily that simplified full velocity difference model' s residuals of the predicted value and the measured value are smaller than the improved Newell model' s residuals of the predicted value and the measured values, simplified full velocity difference model is thus more effective than the improved Newell model. |
Key words:
accident prevention
computer simulation
controllers
differential equation
digital signal processors
efficiency
experiments
field programmable gate arrays
intelligent vehicle highway systems
mathematical models
MATLAB
measurements
stability
optimization
velocity
Car-following model
FVDS model
FVD model
Improved Newell model
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收稿日期: 2013-03-12
修回日期:
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DOI: |
基金项目: 国家自然科学基金重点项目(61134004)资助 |
通讯作者: 史忠科(1956-),西北工业大学教授,E-Mail:shizhongkenwpu@126.com
Email:shizhongkenwpu@126.com |
作者简介: 周文琳(1991-),女,西北工业大学硕士研究生,主要从事智能交通及控制等相关研究。
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周文琳 在本刊中的所有文章 |
张骏 在本刊中的所有文章 |
史忠科 在本刊中的所有文章 |
刘通 在本刊中的所有文章 |
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参考文献: |
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[1] Dazis D C, Herman R, Potts R B. Car Following Theony of Steady State Traffic Flow. Operations Research, 1959, 7: 499-505 [2] Bando M, Hasebe K. Dynamical Model of Traffic Congestion and Numerical Simulation. Physical Review E, 1995, 51 (2):1035-1042 [3] Helbing D, Tilch B. Generalized Force Model of Traffic Dynamics. Physical Review E, 1998, 58(1): 133-138 [4] Newell G F. A Simplified Car-Following Theory: A Lower Order Model. Transportation Research Part B, 2002, 36: 195-205 [5] Brackstone M, McDonald M. Car-Following: A Historical Review.Transportation Research Part F, 1999, 2: 181-196 [6] Jiang Rui, Wu Qingsong, Zhu Zuojin. Full Velocity Difference Model for A Car-Following Theory. Physical Review E, 2001,64: 017101-017104 [7] Soyoung Ahn, Michael J Cassidy, Jorge Laval. Verification of A Simplified Car-Following Theory. Transport Research Part B,2004, 38: 431-440 [8] Nadir Farhi. Piecewise Linear Car-Following Modeling. Transportation Research Part F, 2012, 25: 100-112 [9] 史忠科, 黄辉先, 曲仕茹, 等. 交通控制系统导论. 北京: 科学出版社, 2003 Shi Z K, Huang H X, Qu S R, et al. Introduction of Traffic Control System. Beijing: Science Press, 2003 (in Chinese) |
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