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
2015年
4期
45-50
,共6页
陈雷%林柏梁%王龙%温旭红%李建
陳雷%林柏樑%王龍%溫旭紅%李建
진뢰%림백량%왕룡%온욱홍%리건
铁路运输%货运发送量%多目标优化%流量分配%树形径路
鐵路運輸%貨運髮送量%多目標優化%流量分配%樹形徑路
철로운수%화운발송량%다목표우화%류량분배%수형경로
railway transportation%the amount of freight transportation%multi-objective optimization%flow distribution%tree-type routing
在高速铁路初步成网、既有线运输能力得到不同程度释放的背景下,本文研究了铁路网最大货运发送量和流量分配的综合优化问题.文中以增长后的铁路网货运需求量来描述货运发送量,构建了符合铁路运输车流组织特点的多目标优化模型.模型的目标函数包括货运发送量的最大化和不同货运发送量情形下的流量分配成本最小化.同时考虑了单股货流增长量上限、车流走行具有树形径路特点、非重复径路的数学逻辑表达等约束条件.最后,基于相同算例数据对所构建模型及既有研究文献中的模型进行求解试验,分别得到两种模型下的铁路网最大货物发送量和流量分配方案,通过对比求解结果,验证了本文模型的有效性.
在高速鐵路初步成網、既有線運輸能力得到不同程度釋放的揹景下,本文研究瞭鐵路網最大貨運髮送量和流量分配的綜閤優化問題.文中以增長後的鐵路網貨運需求量來描述貨運髮送量,構建瞭符閤鐵路運輸車流組織特點的多目標優化模型.模型的目標函數包括貨運髮送量的最大化和不同貨運髮送量情形下的流量分配成本最小化.同時攷慮瞭單股貨流增長量上限、車流走行具有樹形徑路特點、非重複徑路的數學邏輯錶達等約束條件.最後,基于相同算例數據對所構建模型及既有研究文獻中的模型進行求解試驗,分彆得到兩種模型下的鐵路網最大貨物髮送量和流量分配方案,通過對比求解結果,驗證瞭本文模型的有效性.
재고속철로초보성망、기유선운수능력득도불동정도석방적배경하,본문연구료철로망최대화운발송량화류량분배적종합우화문제.문중이증장후적철로망화운수구량래묘술화운발송량,구건료부합철로운수차류조직특점적다목표우화모형.모형적목표함수포괄화운발송량적최대화화불동화운발송량정형하적류량분배성본최소화.동시고필료단고화류증장량상한、차류주행구유수형경로특점、비중복경로적수학라집표체등약속조건.최후,기우상동산례수거대소구건모형급기유연구문헌중적모형진행구해시험,분별득도량충모형하적철로망최대화물발송량화류량분배방안,통과대비구해결과,험증료본문모형적유효성.
Under the background of high speed railway network preliminary formation and the transportation capacity of existing railway lines are released in some level, this paper studies the integrated optimization of the maximum amount of railway freight transportation and flow distribution. In this paper, the growth of railway freight transportation demand is used to describe the maximum amount of railway freight transportation and a multi-objective model is built based on the characteristics of railway transportation organization. The objective contains the maximum amount of freight transportation and minimum flow distribution costs after the growth of transport demand. The upper limits of growth rate for each transportation demand, the tree-type feature of transportation routing and non repeated path constraint are considered in the model. Finally, a numerical case is designed to test the two models, one the model is built in this paper and the other is the model in existing research literature. The maximum amount of freight transportation and the flow distribution scheme are obtained respectively. The validity and feasibility of the proposed model are verified by comparing the computational results.