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首页> 外文期刊>Communications in Nonlinear Science and Numerical Simulation >Nonlinear relative-proportion-based route adjustment process for day-to-day traffic dynamics: modeling, equilibrium and stability analysis
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Nonlinear relative-proportion-based route adjustment process for day-to-day traffic dynamics: modeling, equilibrium and stability analysis

机译:基于非线性相对比例的日常交通动力学路线调整过程:建模,平衡和稳定性分析

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Travelers' route adjustment behaviors in a congested road traffic network are acknowledged as a dynamic game process between them. Existing Proportional-Switch Adjustment Process (PSAP) models have been extensively investigated to characterize travelers' route choice behaviors; PSAP has concise structure and intuitive behavior rule. Unfortunately most of which have some limitations, i.e., the flow over adjustment problem for the discrete PSAP model, the absolute cost differences route adjustment problem, etc. This paper proposes a relative-Proportion-based Route Adjustment Process (rePRAP) maintains the advantages of PSAP and overcomes these limitations. The rePRAP describes the situation that travelers on higher cost route switch to those with lower cost at the rate that is unilaterally depended on the relative cost differences between higher cost route and its alternatives. It is verified to be consistent with the principle of the rational behavior adjustment process. The equivalence among user equilibrium, stationary path flow pattern and stationary link flow pattern is established, which can be applied to judge whether a given network traffic flow has reached UE or not by detecting the stationary or non-stationary state of link flow pattern. The stability theorem is proved by the Lyapunov function approach. A simple example is tested to demonstrate the effectiveness of the rePRAP model. (C) 2016 Elsevier B.V. All rights reserved.
机译:在拥挤的道路交通网络中,旅行者的路线调整行为被认为是他们之间的动态博弈过程。现有的比例转换调整过程(PSAP)模型已被广泛研究以表征旅行者的路线选择行为。 PSAP具有简洁的结构和直观的行为规则。不幸的是,其中大多数都存在一些局限性,例如离散PSAP模型的流过调整问题,绝对成本差异路线调整问题等。本文提出了一种基于相对比例的路线调整过程(rePRAP),它保留了以下优势: PSAP并克服了这些限制。 rePRAP描述了一种情况,即较高成本的路线的旅行者以单方面取决于较高成本的路线及其替代方案之间相对成本差异的比率转换为较低成本的旅行者。它被证明与合理的行为调整过程的原理是一致的。建立用户平衡,固定路径流模式和固定链路流模式之间的等价关系,可以通过检测链路流模式的固定或非固定状态来判断给定的网络流量是否已到达UE。稳定性定理由Lyapunov函数方法证明。测试了一个简单的示例,以证明rePRAP模型的有效性。 (C)2016 Elsevier B.V.保留所有权利。

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