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城市快速路平行式加速车道长度计算方法

李文权 邵孜科 王世恒 孙春洋 郑乐

李文权, 邵孜科, 王世恒, 孙春洋, 郑乐. 城市快速路平行式加速车道长度计算方法[J]. 交通运输工程学报, 2017, 17(4): 113-121.
引用本文: 李文权, 邵孜科, 王世恒, 孙春洋, 郑乐. 城市快速路平行式加速车道长度计算方法[J]. 交通运输工程学报, 2017, 17(4): 113-121.
LI Wen-quan, SHAO Zi-ke, WANG Shi-heng, SUN Chun-yang, ZHENG Le. Calculation method of parallel-type acceleration lane length of urban expressway[J]. Journal of Traffic and Transportation Engineering, 2017, 17(4): 113-121.
Citation: LI Wen-quan, SHAO Zi-ke, WANG Shi-heng, SUN Chun-yang, ZHENG Le. Calculation method of parallel-type acceleration lane length of urban expressway[J]. Journal of Traffic and Transportation Engineering, 2017, 17(4): 113-121.

城市快速路平行式加速车道长度计算方法

基金项目: 

国家自然科学基金项目 61573098

详细信息
    作者简介:

    李文权(1964-), 男, 河南宝丰人, 东南大学教授, 工学博士, 从事交通运输规划与管理研究

  • 中图分类号: U491.233

Calculation method of parallel-type acceleration lane length of urban expressway

More Information
    Author Bio:

    LI Wen-quan(1964-), male, professor, PhD, +86-25-83795647, wenqli@seu.edu.cn

  • 摘要: 比较了现行中美规范平行式加速车道长度计算方法的差异, 结合运动学模型和可接受间隙理论, 在考虑主线交通水平、初始速度与可变间隙3种影响因素的基础上, 建立了城市快速路平行式加速车道长度计算模型, 采用蒙特卡洛方法求解模型, 分析了3种影响因素对加速车道长度的影响, 并提出了一种基于期望初始速度和期望主线交通水平的加速车道长度确定方法。分析结果表明: 3种影响因素对加速车道长度有较大的影响, 在不同设计时速下, 《城市快速路设计规程》 (CJJ129—2009) 规定的长度最小值均小于仿真值, 在设计时速为100km·h-1时, 三级服务水平上下限的加速车道长度分别比规定的最小值大27~36、9~27 m, 在设计时速为80km·h-1时, 分别大10~22、4~24m, 在设计时速为60km·h-1时, 分别大15~24、13~30m;随着初始速度的减小, 加速车道长度呈现增大趋势; 在相同条件下, 第4种临界间隙函数的加速车道长度最大, 而第1种临界间隙函数的加速车道长度最小, 表明临界间隙越大, 需要的加速车道就越长; 不同设计时速下三级服务水平上下限加速车道长度和初始速度的二次函数拟合度为0.865 8~0.999 7, 因此, 整体拟合效果良好。可见, 本文的快速路平行式加速车道长度计算方法合理、可靠。

     

  • 图  1  中国规范中平行式加速车道长度

    Figure  1.  Parallel-type acceleration lane length in Chinese specification

    图  2  车辆合流过程

    Figure  2.  Process of vehicle confluence

    图  3  第1种临界间隙与合流车辆位置关系

    Figure  3.  First relationship between critical gap and confluence vehicle location

    图  4  第2种临界间隙与合流车辆位置关系

    Figure  4.  Second relationship between critical gap and confluence vehicle location

    图  5  第3种临界间隙与合流车辆位置关系

    Figure  5.  Third relationship between critical gap and confluence vehicle location

    图  6  第4种临界间隙与合流车辆位置关系

    Figure  6.  Fourth relationship between critical gap and confluence vehicle location

    图  7  加速车道长度计算流程

    Figure  7.  Computation flowchart of parallel-type acceleration lane length

    图  8  加速车道长度确定方法

    Figure  8.  Determination method of acceleration lane length

    表  1  三级服务水平下的速度与流量

    Table  1.   Velocities and flows under third service level

    下载: 导出CSV

    表  2  设计时速为100km·h-1时加速车道长度仿真结果

    Table  2.   Simulation result of acceleration lane length at design speed of 100km·h-1

    下载: 导出CSV

    表  3  设计时速为80km·h-1时加速车道长度仿真结果

    Table  3.   Simulation result of acceleration lane length at design speed of 80km·h-1

    下载: 导出CSV

    表  4  设计时速为60km·h-1时加速车道长度仿真结果

    Table  4.   Simulation result of acceleration lane length at design speed of 60km·h-1

    下载: 导出CSV

    表  5  设计速度为100km·h-1时加速车道长度和初始速度关系

    Table  5.   Relationships between acceleration lane length and initial velocity at design speed of 100km·h-1

    下载: 导出CSV

    表  6  设计速度为80km·h-1时加速车道长度和初始速度关系

    Table  6.   Relationships between acceleration lane length and initial velocity at design speed of 80km·h-1

    下载: 导出CSV

    表  7  设计速度为60km·h-1时加速车道长度和初始速度关系

    Table  7.   Relationships between acceleration lane length and initial velocity at design speed of 60km·h-1

    下载: 导出CSV
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  • 收稿日期:  2017-03-15
  • 刊出日期:  2017-08-25

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