交通运输系统工程与信息
交通運輸繫統工程與信息
교통운수계통공정여신식
JOURNAL OF COMMUNICATION AND TRANSPORTATION SYSTEMS ENGINEERING AND INFORMATION
2014年
5期
81-86
,共6页
交通工程%交叉口间距%信号控制%功能区%车流运行%交通安全
交通工程%交扠口間距%信號控製%功能區%車流運行%交通安全
교통공정%교차구간거%신호공제%공능구%차류운행%교통안전
traffic engineering%intersection spacing%signal control%functional area%traffic running%traffic safety
为提高城市干道信控交叉口交通安全水平,提出信控交叉口的感知反应区域、减速行驶区域、排队区域等上游功能区空间要素长度公式,在此基础上,通过红灯、黄灯损失、黄灯起始、绿灯等信号时段车流运行规律分析,建立上游功能区长度模型。然后提出考虑反应视距的下游功能区长度模型,从而确定基于功能区长度的信控交叉口最小间距公式。最后应用逼近理想解排序法,以某干道相邻信控交叉口为例进行计算及评价。评价结果表明,与现状相比,满足最小间距的相邻信控交叉口区域交通安全水平较高;当间距大于最小间距数值时,该区域交通安全水平趋于稳定。通过基于信号配时的功能区长度建模,提出的最小间距计算方法可优化信控交叉口间距方案,提高交叉口布局的合理性。
為提高城市榦道信控交扠口交通安全水平,提齣信控交扠口的感知反應區域、減速行駛區域、排隊區域等上遊功能區空間要素長度公式,在此基礎上,通過紅燈、黃燈損失、黃燈起始、綠燈等信號時段車流運行規律分析,建立上遊功能區長度模型。然後提齣攷慮反應視距的下遊功能區長度模型,從而確定基于功能區長度的信控交扠口最小間距公式。最後應用逼近理想解排序法,以某榦道相鄰信控交扠口為例進行計算及評價。評價結果錶明,與現狀相比,滿足最小間距的相鄰信控交扠口區域交通安全水平較高;噹間距大于最小間距數值時,該區域交通安全水平趨于穩定。通過基于信號配時的功能區長度建模,提齣的最小間距計算方法可優化信控交扠口間距方案,提高交扠口佈跼的閤理性。
위제고성시간도신공교차구교통안전수평,제출신공교차구적감지반응구역、감속행사구역、배대구역등상유공능구공간요소장도공식,재차기출상,통과홍등、황등손실、황등기시、록등등신호시단차류운행규률분석,건립상유공능구장도모형。연후제출고필반응시거적하유공능구장도모형,종이학정기우공능구장도적신공교차구최소간거공식。최후응용핍근이상해배서법,이모간도상린신공교차구위례진행계산급평개。평개결과표명,여현상상비,만족최소간거적상린신공교차구구역교통안전수평교고;당간거대우최소간거수치시,해구역교통안전수평추우은정。통과기우신호배시적공능구장도건모,제출적최소간거계산방법가우화신공교차구간거방안,제고교차구포국적합이성。
To heighten the traffic safety level of urban arterial signalized intersection, signalized intersection upstream functional area space factor length formulas for the perception-reaction area , deceleration running area and queue area are proposed. On the basis of that, through analyzing traffic running regular pattern in signal intervals, which include red time, yellow loss, yellow initiation and green time, upstream functional area length models are established. Then the downstream functional area length model considering the decision sight distance is proposed, so that the signalized intersection minimum spacing formula based on the functional area length is determined. Finally, applying Technique for Order Preference by Similarity to Ideal Solution, adjacent signalized intersections of one arterial are taken as an example for calculation and evaluation. Evaluation results indicate that, compared with the present condition, the adjacent signalized intersection area which satisfies the minimum spacing has the higher traffic safety level. When the spacing is larger than the minimum value, the traffic safety level of the area tends to be stable. It can be seen that, through modeling the functional area length based on signal timing, the proposed minimum spacing calculation method could optimize signalized intersection spacing schemes and heighten the intersection location rationality.