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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >The Bilevel Design Problem for Communication Networks on Trains: Model, Algorithm, and Verification
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The Bilevel Design Problem for Communication Networks on Trains: Model, Algorithm, and Verification

机译:训练网通信网络的Bilevel设计问题:模型,算法和验证

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This paper proposes a novel method to solve the problem of train communication network design. Firstly, we put forward a general description of such problem. Then, taking advantage of the bilevel programming theory, we created the cost-reliability-delay model (CRD model) that consisted of two parts: the physical topology part aimed at obtaining the networks with the maximum reliability under constrained cost, while the logical topology part focused on the communication paths yielding minimum delay based on the physical topology delivered from upper level. We also suggested a method to solve the CRD model, which combined the genetic algorithm and the Floyd-Warshall algorithm. Finally, we used a practical example to verify the accuracy and the effectiveness of the CRD model and further applied the novel method on a train with six carriages.
机译:本文提出了一种解决列车通信网络设计问题的新方法。 首先,我们提出了对此类问题的一般描述。 然后,利用Bilevel编程理论,我们创建了由两部分组成的成本可靠性 - 延迟模型(CRD模型):物理拓扑部分,旨在以约束成本下的最大可靠性获得网络,而逻辑拓扑 部分集中在通信路径上,基于从上层传递的物理拓扑产生最小延迟。 我们还建议一种解决CRD模型的方法,该方法组合了遗传算法和弗洛伊德战争算法。 最后,我们使用了一个实际的例子来验证CRD模型的准确性和有效性,并进一步在具有六个车厢的火车上应用了新的方法。

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