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基于非线性规划的空域扇区结构优化设计 被引量:4

Airspace Sector Structure Optimization Design Based on Nonlinear Programming
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摘要 在统计、分析管制员工作负荷和使用管制员工作负荷模型的基础上,提出一个受不同扇区规划数目约束的扇区结构划分的数学模型。作者采取多变量有约束非线性整数规划法简化了算法流程,并给出了算法解法步骤;在MATLAB平台上,通过编辑算法程序,实现了非线性算法运算功能,完成了扇区结构优化的计算机实现。通过对广州终端区空域进行扇区结构优化设计,根据数据对比得出扇区结构优化后各扇区工作负荷与工作负荷平均值的相对误差由原来的1104s/h降低到134.4s/h,验证了扇区结构优化数学模型的可行性和非线性算法的有效性。 Based on balancing the workloads among air sectors, and by adopting the management workload model, an air space sector structure dividing mathematic model, constrained by different sector numbers, was presented in this paper. Meanwhile, the algorithm steps were proposed by the authors. A program was composed based on the platform of MATLAB, and the calculation can be carried out on a computer. Comparing the example's result we get that the relatively difference between each sector's workload and the average value at Guangzhou terminal airspace decreases from 1104 s/h to 134.4 s/h, the reasonability of the algorithm and the effectiveness of nonlinear programming is verified.
机构地区 中国民用航空局
出处 《交通运输工程与信息学报》 2008年第4期82-86,91,共6页 Journal of Transportation Engineering and Information
关键词 空域扇区结构优化 工作负荷平衡 非线性规划 Airspace sector structure optimization, workload balancing, nonlinear programming
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  • 1彭瑛,胡明华,张颖.动态航迹推测方法[J].交通运输工程学报,2005,5(1):61-65. 被引量:30
  • 2.[M].,..
  • 3.[M].,..
  • 4Tofukuji N. An enroute ATC simulation experiment for sector capacity estimation[J]. IEEE Transaction on Control Systems Technology. 1993,1(3):138~143.
  • 5Tofukuji N. An airspace design and evaluation of enroute sector by air traffic control simulation experiments[J]. Electronics and Communications in Japan, Part 1 (Communications), 1996,79(8):103~113.
  • 6Delahaye D, Schoenauer M, Alliot J M. Airspace sector by evolutionary computation[A]. IEEE: International Conference of Evolutionary Computation (ICEC′98) Proceedings[C].1998.218~223.
  • 7Delahaye D, Alliot J M, Schoenauer M, et al. Genetic algorithms for partitioning air space[A]. IEEE: Tenth IEEE Conference on Artificial Intelligence for Applications(CAIA′94)[C]. 1994. 291~294.
  • 8.
  • 9Babic O, Krstic T. Airspace daily sectorization by fuzzy logic[J]. Fuzzy Sets and Systems 2000,116(1):49~64.
  • 10Pawlak, William S. Comparison of algorithms for the dynamic resectorization of airspace[A]. American Institute of Aeronautics and Astronautics. AIAA Guidance, Navigation, and Control Conference and Exhibit[C]. Collection of Technical Papers. Pt. 1 (A98-37001 10-63), Reston, VA, 1998.67~74.

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