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A New Method of 3D Low_Observable Trajectory Optimization in Presence of Multiple Radars

机译:在多个雷达存在下,一种新的3D Low_observable轨迹优化方法

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In this paper, we focus on the new method of finding an optimal aircraft trajectory to minimize the probability of detection by opponent radar detection systems and the total flight time. Three dimension (3D) aircraft and detection model is established first And then, support vector regression (SV'R) method, which obtains good generalization on a limited number of learning patterns, is considered to fit the disordered data of detection model. Both trajectory constraints and boundary conditions are attained with high accuracy using Gauss pseudospectral method (GPM). Simulation results demonstrate the feasibility of the proposed method in trajectories optimization in presence of multiple radars for both detectability and flight time.
机译:在本文中,我们专注于找到最佳飞机轨迹的新方法,以最大限度地减少对手雷达检测系统检测的概率和总飞行时间。首先建立三维(3D)飞机和检测模型,并支持向量回归(SV'R)方法,其在有限数量的学习模式上获得良好的概率,被认为适合检测模型的无序数据。使用Gauss Pseudtomectration(GPM)高精度地实现了轨迹约束和边界条件。仿真结果表明,在多雷达存在下,轨迹优化的所提出方法的可行性,可检测和飞行时间。

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