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Optimal distributed fuzzy control strategy for aircraft routing and traffic flow management

机译:飞机路径和交通流管理的最优分布式模糊控制策略

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Route planning methods are usually utilized to find the optimum track for an aircraft from the starting to the ending point. For route planning the objective is to satisfy a set of restrict conditions in a certain planning space. In this paper we present a state space linear model of aircraft rout planning and try to generalize the route planning dynamics to node-based data networks. In our presented model the topology is represented by a directed graph, and the Jump Markov model is also proposed for probability change in traffic network topology. Based on the proposed model, we then propose a decentralized fuzzy approach for optimizing the route assignment in a trajectory based air traffic Management environment. Through using fuzzy decision rules in the proposed H-∞ controller strategy, we then improve the network performance criteria and avoid traffic in the network. We have shown that the proposed method results in reducing the airspace congestion through efficient route assignment.
机译:航线规划方法通常用于从起点到终点找到飞机的最佳航迹。对于路线规划,目标是在特定规划空间中满足一组限制条件。在本文中,我们提出了飞机溃败计划的状态空间线性模型,并试图将航线规划动力学推广到基于节点的数据网络。在我们提出的模型中,拓扑由有向图表示,并且还提出了跳跃马尔可夫模型来解决交通网络拓扑中的概率变化。基于提出的模型,我们然后提出了一种分散的模糊方法,用于在基于轨迹的空中交通管理环境中优化航线分配。通过在提出的H-∞控制器策略中使用模糊决策规则,我们可以改善网络性能标准并避免网络中的流量。我们已经表明,所提出的方法可通过有效的路线分配减少空域拥挤。

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