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Optimal Merging of Multiple Aircrafts to Waypoints via Controlled Time of Arrival Windows

机译:通过受控抵达时间最佳地将多个飞机与Waypoints合并到航点

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This paper presents an algorithm that computes the optimal arrival times and velocities required for maximizing worst case mutual separation in a multiple aircraft optimal merging scenario. The approach leverages the Pontryagin Maximum Principle (PMP) to rapidly generate locally optimal trajectories per aircraft and an outer-loop Particle Swarm Optimization (PSO) scheme to search for globally optimal merging dynamics. The subset of feasible Controlled Time of Arrival (CTA) and velocity windows is estimated based on an asymptotic approximation of the locally optimal trajectory generated by the PMP. The Particle Swarm Optimization (PSO) scheme maximizes the minimum separation between all aircrafts over all instances of the trajectory. The cost functional has been chosen to minimize load factor (enhance comfort) and maximize worst case mutual separation (improve safety). Simulations based on a simplified lateral aircraft model subject to bounded control inputs are provided to illustrate the concept.
机译:本文介绍了一种算法,该算法计算在多架飞机最佳合并方案中最大化最坏情况相互分离所需的最佳到达时间和速度。该方法利用Pontryagin最大原理(PMP)来快速生成每次飞机的局部最佳轨迹和外环粒子群优化(PSO)方案,以寻找全局最佳合并动态。到达(CTA)和速度窗口的可行控制的时间的所述子集来估计基于所述局部最优轨迹由PMP产生的渐近近似。粒子群优化(PSO)方案最大化所有飞机之间的最小分离在轨迹的所有情况下。已选择成本函数以最大限度地减少负载系数(增强舒适性)并最大限度地提高最坏情况的相互分离(提高安全性)。提供了基于受限制控制输入的简化横向飞机模型的模拟,以说明概念。

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