首页> 外文会议>Congress of the International Council of the Aeronautical Sciences;International Council of the Aeronautical Sciences >OPTIMAL SEQUENCING IN ATM COMBINING GENETIC ALGORITHMS AND GRADIENT BASED METHODS TO A BILEVEL APPROACH
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OPTIMAL SEQUENCING IN ATM COMBINING GENETIC ALGORITHMS AND GRADIENT BASED METHODS TO A BILEVEL APPROACH

机译:结合遗传算法和基于梯度的方法的ATM最优排序

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A bi-level algorithm is developed to determinethe optimal arrival sequence w.r.t a specificupper level objective function, e.g. minimiz-ing pollutant emissions or maximizing runwaythroughput. Within a sequence it is assumedthat all aircraft are operated optimally (lowerlevel optimization), minimizing individual fuelconsumption. However, all aircraft trajecto-ries adhere to constraints imposed by the up-per level, such as time and distance separation.The algorithm combines a direct optimal con-trol method for solving the lower level problemwith a genetic algorithm, which is applied tothe upper level combinatorial problem.The lower level problems are fully dis-cretized by applying a trapezoidal collocationscheme provided by FALCON.m [1] and subse-quently solved utilizing the interior point NLPsolver IPOPT [2]. The discretization is per-formed during initialization of the algorithmand reused during execution to minimize com-putational effort. For the upper level prob-lem an efficient mutation operator is intro-duced, which exploits the information con-tained within the Lagrange multiplier of thediscretized arrival time constraint.The algorithm is validated against a testcase scenario comprising five aircraft destinedfor runway 08L of Munich airport, which en-ter the terminal maneuvering area within fourminutes at multiple way points. Aircraft dy-namics are represented by a model derivedfrom BADA 3. The performance of the algo-rithm allows the application on a pre-tacticallevel for a limited number of arriving aircraft.
机译:开发了一种双层算法来确定 特定的最佳到达顺序 上层目标函数,例如最小化 污染物排放或最大化跑道 吞吐量。在一个序列中,假设 确保所有飞机均处于最佳运行状态(降低 级别优化),最大限度地减少单个燃料 消耗。但是,所有飞机弹道 各国坚持由上升带来的约束- 每个级别,例如时间和距离的分隔。 该算法结合了直接最优条件 解决下层问题的trol方法 使用遗传算法,该算法适用于 上层组合问题。 较低级别的问题已完全解决 通过使用梯形搭配而被折断 FALCON.m [1]提供的方案,然后 经常使用内点NLP解决 求解器IPOPT [2]。离散化是根据 在算法初始化期间形成 并在执行过程中重用以最大程度地减少通信量 假定的努力。对于较高级别的问题- 引入有效的变异算子 产生,利用信息 在拉格朗日乘数内 离散到达时间约束。 该算法已针对测试进行了验证 案例场景包括五架预定的飞机 用于慕尼黑机场的08L跑道, 终端操纵区域在四个以内 分钟在多个途径点。飞机动力 纳米由衍生的模型表示 来自BADA3。算法的性能 rithm允许在战术前应用 数量有限的到达飞机。

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