综合运输通道客运结构配置的随机饱和熵模型

Stochastic saturation entropy model of passenger transportation structure configuration for comprehensive transportation corridor

为寻求系统、科学的综合运输通道最优客运分担,提出用最大熵原理构建客运结构配置模型,基于随机时间价值,选择旅客广义出行时间最小的运输方式,定义了通道内的基本路段饱和度和通道饱和熵,设计了用于求解模型的粒子群算法。分析发现,车外时间差、单位里程票价差、单位里程车内时间差以及旅行距离将直接影响各运输方式客运分担率的高低;以通道饱和熵最大为目标得出的常规铁路最优定价高于现行铁路票价,且通道饱和熵上升了15%,说明铁路票价偏低会造成铁路客运量过于饱和;由通道饱和熵模型得出的最优客运分担结果,缩小了基本路段上各运输方式饱和度之间的差距,实现了运力和运量的有效匹配。

In order to find a systematic and scientific method to optimize the passenger transportation sharing rate of comprehensive transportation corridor, a passenger transportation structure configuration model was put forward based on the maximum entropy theory. In the model, passenger chose transportation mode, so that generalized travel time based on stochastic time value was least, the saturation degree of basic links in the corridor and corridor saturation entropy were defined, and a particle swarm algorithm was designed to solve the model. Analysis result shows that the sharing rates of various transportation modes depend on the differences of out-of-vehicle times, the differences of unit distance prices, the differences of unit distance travel times and travel distances; rail optimal pricing is higher than the current one, the saturation entropy has an increase of 15%, which means that low rail pricing result in the over saturation of passenger flow; the optimal passenger transportation sharing rate can reduce the differences between the saturation degrees of various transportation modes on the basic links in the corridor, and realize the effective match between transportation demand and supply. 4 tabs, 12 refs.