大型飞机纵向轨迹优化设计及算法研究
[Abstract]:In the aspect of protecting national security, aircraft have a great responsibility and can occupy a great advantage in war, and effective flight trajectory optimization is very important to tactical flight. Therefore, this paper studies the design and algorithm of longitudinal flight profile of large aircraft based on improved particle swarm optimization (PSO) algorithm, in order to achieve the purpose of longitudinal flight trajectory optimization. Firstly, the model and principle of aircraft longitudinal trajectory optimization are described systematically. The mathematical model of aircraft is established, the principle of trajectory optimization is analyzed, and the performance index of aircraft trajectory optimization is introduced. The mathematical model includes the motion model and the atmospheric environment model, while the motion model mainly refers to the aircraft kinematics equation. In the aspect of trajectory optimization principle, the principle of Ponteriagin minimum value and the approximate method of aircraft energy state are introduced. Then this paper introduces the background, principle and flow of basic particle swarm optimization. Particle swarm optimization (PSO) is widely used in decision support, multi-objective optimization, signal processing and pattern recognition. Then the particle swarm optimization algorithm is improved on the basis of deep research on the basic particle swarm optimization algorithm, and then the algorithm is applied to the longitudinal trajectory optimization of large aircraft and good results are obtained. In the process of optimization, the optimization principle of climbing section, cruise section and descent section is analyzed deeply, then the fitness function of climbing section, descent section and cruise section is constructed, and then the basic particle swarm optimization algorithm is improved by setting inertia weight. Finally, the algorithm is used to optimize the cost of cruise section, climb section and descent section. Finally, the simulation is carried out by Matlab software, and the result is analyzed. The conclusion of comparative analysis is that the principle of saving fuel is to increase climbing and cruising altitude, shorten climbing distance, increase cruising distance, and reduce climbing and cruising speed; When flying with the minimum time as the performance index, the climbing and cruising altitude will be reduced, the climbing distance will be increased, the cruise distance will be reduced, and the climbing and cruising speed will be improved. The comparison between the minimum fuel consumption and the shortest flight time shows that the two modes are contradictory. Therefore, it is necessary to select the appropriate operation mode according to the actual situation, or to add the time cost index according to the actual need to take the balance point between the two. To complete the mission successfully.
【学位授予单位】:青岛科技大学
【学位级别】:硕士
【学位授予年份】:2015
【分类号】:V249.1;TP18
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