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Analysis of key parameters sensitivity and calibration accuracy of signal timing algorithm

信号配时算法核心参数敏感度及标定准确性分析(英文)
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摘要 A theoretical sensitivity analysis of total lost timeand saturated flow rate is conducted based on the methodproposed in the Highway Capacity Manual (HCM). Inaddition, the accuracy of the timing calculation algorithmsuggested in the HCM is verified using field data from threeintersections. It is demonstrated that there is a positivecorrelation between the estimation error rates of the signalcycle length and the phase lost time. Also, the estimated valueof saturated flow rate must meet the specific requirementsunder different saturated conditions to guarantee the accuracyof the signal cycle length. However, through analysis of fielddata collected on the discharge headway in three intersections,it is also found that, if the 4th vehicle is set as the initial spotfor the stable discharge headway, as is recommended in theHCM, the error of the phase lost time will be over 40% whenthe line length is over 10 vehicles. Moreover, the calculationerror for signal cycle length is not guaranteed to fall within the15% range when the length of line is over 15 vehicles. It issuggested that, to improve the applicability of the HCMmethod, a more accurate description of the distributedregularity of the discharge headway is necessary whencalibrating key parameters. A theoretical sensitivity analysis of total lost time and saturated flowrate is conducted based on the method proposed in the Highway Capacity Manual( HCM). In addition, the accuracy of the timing calculation algorithm suggested in the HCMis verified using field data from three intersections. It is demonstrated that there is a positive correlation between the estimation error rates of the signal cycle length and the phase lost time. Also, the estimated value of saturated flowrate must meet the specific requirements under different saturated conditions to guarantee the accuracy of the signal cycle length. However, through analysis of field data collected on the discharge headway in three intersections,it is also found that, if the 4th vehicle is set as the initial spot for the stable discharge headway, as is recommended in the HCM, the error of the phase lost time will be over 40% when the line length is over 10 vehicles. Moreover, the calculation error for signal cycle length is not guaranteed to fall within the15% range when the length of line is over 15 vehicles. It is suggested that, to improve the applicability of the HCMmethod, a more accurate description of the distributed regularity of the discharge headway is necessary when calibrating key parameters.
出处 《Journal of Southeast University(English Edition)》 EI CAS 2017年第3期316-321,共6页 东南大学学报(英文版)
基金 Jiangsu Science and Technology Project(No.BY2016076-05) the Scientific Research Foundation of Graduate School of Southeast University,the Fundamental Research Funds for the Central Universities,the Scientific Innovation Research of College Graduates in Jiangsu Province(No.KYLX15_0152)
关键词 LOST time saturated flow rate sensitivity ANALYSIS SIGNAL TIMING lost time saturated flow rate sensitivity analysis signal timing
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