交通信息与安全
交通信息與安全
교통신식여안전
JOURNAL OF TRANSPORT INFORMATION AND SAFETY
2014年
2期
17-22
,共6页
公共交通%行程时间预测%马尔科夫链%移动误差
公共交通%行程時間預測%馬爾科伕鏈%移動誤差
공공교통%행정시간예측%마이과부련%이동오차
bus travel%prediction of travel time%Markov chain%moving error
公交站间行程时间具有明显的时段分布特征,且公交车辆是典型的时空过程对象,其运行具有状态转移性。为了准确预测公交站间行程时间,在应用马尔科夫链预测公交站间行程时间基础上提出其改进算法。通过大量公交GPS数据构造不同时段下具体线路站间行程时间的马尔科夫状态转移矩阵,并对站间行程时间进行状态推导,采用移动误差补偿法对马尔科夫预测值进行动态修正,改进原有的马尔科夫预测算法。以广州市BRT线路B1的实际运行数据对算法进行了验证,结果表明,移动误差补偿改进算法优于基本马尔科夫算法及 BP模型,同时该改进算法还具有实现过程较简单。
公交站間行程時間具有明顯的時段分佈特徵,且公交車輛是典型的時空過程對象,其運行具有狀態轉移性。為瞭準確預測公交站間行程時間,在應用馬爾科伕鏈預測公交站間行程時間基礎上提齣其改進算法。通過大量公交GPS數據構造不同時段下具體線路站間行程時間的馬爾科伕狀態轉移矩陣,併對站間行程時間進行狀態推導,採用移動誤差補償法對馬爾科伕預測值進行動態脩正,改進原有的馬爾科伕預測算法。以廣州市BRT線路B1的實際運行數據對算法進行瞭驗證,結果錶明,移動誤差補償改進算法優于基本馬爾科伕算法及 BP模型,同時該改進算法還具有實現過程較簡單。
공교참간행정시간구유명현적시단분포특정,차공교차량시전형적시공과정대상,기운행구유상태전이성。위료준학예측공교참간행정시간,재응용마이과부련예측공교참간행정시간기출상제출기개진산법。통과대량공교GPS수거구조불동시단하구체선로참간행정시간적마이과부상태전이구진,병대참간행정시간진행상태추도,채용이동오차보상법대마이과부예측치진행동태수정,개진원유적마이과부예측산법。이엄주시BRT선로B1적실제운행수거대산법진행료험증,결과표명,이동오차보상개진산법우우기본마이과부산법급 BP모형,동시해개진산법환구유실현과정교간단。
Bus travel time between stops has obvious period distribution characteristics .The buses ,with the char-acteristic of state transition ,have a typical space-time process .In order to predict the bus travel time between stops in the future period of time accurately ,an improved algorithm based on the basic Markov chain is proposed .The algorithm can be divided into two steps .The first step is to set up the first-order Markov transition matrix for a specific bus route dur-ing different period of time with the bus GPS data and then to predict the bus travel time between stops based on the ma-trix .The second step is to improve the basic Markov chain algorithm by leading up the compensation of moving error . The algorithm was tested and validated by using the data taken from the bus route B1 of Guangzhou BRT .The test result shows that the improved algorithm with the compensation of moving error provides better predicting accuracy than both basic Markov chain algorithm and the BP neural network algorithm and that the improved algorithm is simple in imple-mentation .