吉林大学学报(工学版) ›› 2025, Vol. 55 ›› Issue (6): 2038-2049.doi: 10.13229/j.cnki.jdxbgxb.20230940

• 交通运输工程·土木工程 • 上一篇    下一篇

混合策略改进WOA-BiLSTM的快速路出口匝道车速预测

何庆龄(),裴玉龙(),侯琳,刘静,潘胜   

  1. 东北林业大学 土木与交通学院,哈尔滨 150040
  • 收稿日期:2023-09-05 出版日期:2025-06-01 发布日期:2025-07-23
  • 通讯作者: 裴玉龙 E-mail:qinglinghe@yeah.net;peiyulong@nefu.edu.cn
  • 作者简介:何庆龄(1994-),男,讲师,博士.研究方向:智能优化算法,交通规划.E-mail:qinglinghe@yeah.net
  • 基金资助:
    国家重点研发计划项目(2018YFB1600902);国家自然科学基金项目(71771047)

Hybrid strategy improves WOA⁃BiLSTM speed prediction of expressway exit ramp

Qing-ling HE(),Yu-long PEI(),Lin HOU,Jing LIU,Sheng PAN   

  1. College of Civil Engineering and Transportation,Northeast Forestry University,Harbin 150040,China
  • Received:2023-09-05 Online:2025-06-01 Published:2025-07-23
  • Contact: Yu-long PEI E-mail:qinglinghe@yeah.net;peiyulong@nefu.edu.cn

摘要:

针对现有元启发式算法在优化神经网络预测车速过程中收敛速度慢和误差大的问题,提出了基于改进鲸鱼优化算法优化双向长短期记忆网络(IWOA-BiLSTM)的快速路出口匝道车速预测方法。首先,采用Circle混沌映射取代鲸鱼优化算法中随机产生的初始种群,增加种群的多样性并提高质量。其次,使用精英反向学习策略,提高种群个体择优位置的多样性,降低算法陷入局部最优和过早收敛的风险。最后,采用余弦函数改变自适应收敛因子和引入惯性权重的策略,在保留鲸鱼优化算法优点的前提下,平衡算法的全局搜索和局部开发能力。仿真结果表明:与现有元启发式算法和车速预测模型相比,IWOA算法在寻优求解精度、收敛速度和预测精度等方面均有明显提升。

关键词: 交通运输规划与管理, 出口匝道, 车速预测, 鲸鱼优化算法, 混合策略, 双向长短时神经网络

Abstract:

Aiming at the problem that the existing meta-heuristic algorithm has slow convergence speed and large error in the process of optimizing the neural network to predict vehicle speed, a vehicle speed prediction method for expressway off-ramp based on IWOA-BiLSTM was proposed. Firstly, the Circle chaotic map was used to replace the randomly generated initial population in the whale optimization algorithm to increase the diversity and quality of the population.Secondly, the elite opposition-based learning strategy was used to improve the diversity of the individual 's preferred position and reduce the risk of the algorithm falling into local optimum and premature convergence.Finally, the cosine function was used to change the adaptive convergence factor and introduce the inertia weight strategy. On the premise of retaining the advantages of the whale optimization algorithm, the global search and local development capabilities of the algorithm were balanced. The simulation results show that, compared with the existing meta-heuristic algorithm and vehicle speed prediction model, the IWOA algorithm has significantly improved in terms of optimization accuracy, convergence rate and prediction accuracy.

Key words: transportation planning and management, exit ramp, speed prediction, whale optimization algorithm(WOA), hybrid strategy, bidirectional long short-term memory(BiLSTM)

中图分类号: 

  • U491

表1

平均车速影响因素相关程度"

交通流量平均车速正常驾驶强行换道频繁换道缓速行驶近距跟驰急加减速
交通流量交通流量*********************
平均车速0.17平均车速******************
正常驾驶0.520.63正常驾驶***************
强行换道-0.49-0.56-0.78强行换道************
频繁换道0.180.300.22-0.26频繁换道********
缓速行驶-0.49-0.62-0.840.64-0.41缓速行驶***
近距跟驰-0.22-0.27-0.320.37-0.130.24近距跟驰***
急加减速-0.092-0.14-0.160.19-0.0970.0810.13急加减速

图1

IWOA-BiLSTM车速预测流程"

表2

基准测试函数仿真结果"

测试函数指标IWOAWOAGWOPSOGA
f1平均值2.6E-721.1E-501.0E-161.6E+013.9E+01
标准差1.4E-714.7E-506.6E-177.1E+006.7E+00
f2平均值3.0E-056.2E-014.3E+041.0E+043.8E+04
标准差9.4E-052.3E+001.8E+046.5E+038.5E+03
f3平均值2.1E-234.8E+018.2E-079.5E+006.8E+01
标准差9.1E-233.1E+019.5E-072.9E+008.6E+00
f4平均值7.4E-054.1E-017.0E-013.3E+029.5E+03
标准差1.1E-042.6E-013.4E-011.5E+025.7E+03
f5平均值-1.2E+04-1.0E+04-6.0E+03-6.8E+03-2.1E+03
标准差1.1E+031.9E+036.8E+021.1E+034.1E+02
f6平均值1.9E-150.0E+002.7E+002.0E+022.6E+02
标准差1.0E-140.0E+002.9E+002.9E+013.3E+01
f7平均值0.0E+001.5E-025.0E-034.4E+001.1E+02
标准差0.0E+004.6E-021.0E-021.4E+006.7E+01
f8平均值4.7E-032.7E-024.6E-025.8E+008.4E+00
标准差2.5E-022.7E-022.5E-022.5E+004.2E+00
f9平均值6.5E-044.3E-036.4E-031.2E-028.7E-03
标准差4.2E-041.2E-029.9E-039.2E-039.9E-03
f10平均值-3.3E+00-3.2E+00-2.6E+00-3.1E+00-1.6E+00
标准差7.0E-021.3E-017.9E-011.7E-015.0E-01
f11平均值-9.6E+00-7.5E+00-8.3E+00-8.0E+00-2.2E+00
标准差1.6E+003.1E+002.5E+002.5E+008.0E-01
f12平均值-1.0E+01-1.0E+01-8.7E+00-6.7E+00-2.4E+00
标准差9.9E-012.1E+002.9E+003.0E+009.2E-01

图2

基准测试函数仿真结果统计"

图3

基准测试函数收敛曲线"

表3

IWOA和WOA的平均耗时对比"

函数平均耗时WOA与IWOA平均耗时的百分比/%
WOAIWOA
单峰基准测试函数1.5701.828116.43
多峰基准测试函数1.9771.90596.36
复合基准测试函数1.7011.69499.59
平均值1.7491.809103.41

表4

算法MAE排名"

算法MAE排名
IWOA2.13E+011
WOA1.78E+022
PSO1.40E+033
GWO4.10E+034
GA4.85E+035

图4

实际值与预测值相关性"

图5

误差对比分析"

表5

不同时间粒度下各模型预测性能指标对比"

类别5 min15 min30 min
MAERMSEMAPE/%MAERMSEMAPE/%MAERMSEMAPE/%
IWOA-BiLSTM4.75.07.54.64.87.44.54.67.2
WOA-BiLSTM7.07.211.56.97.211.36.86.811.0
PSO-ELMAN7.77.812.57.27.311.77.17.311.6
GA-BP8.48.313.57.77.512.47.37.311.8
LSTM7.87.912.87.67.912.57.67.412.3
SVM8.99.214.68.38.913.77.98.012.9
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