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State filtering and nonlinear control of fine tracking system in quantum positioning systems

机译:量子定位系统中细跟踪系统的状态滤波和非线性控制

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摘要

The accuracy of the fine tracking system is the premise of high-accuracy positioning in quantum positioning systems. In this paper, we propose a method combining model reference adaptive control (MRAC) strategy and adaptive strong tracking Kalman filter (ASTKF) to reduce the impacts of satellite platform jitter and environment noise. A mathematical model of the fine tracking system with disturbance and environmental noise are set up and analyzed. Aiming at colored irregular noise signal, we design an ASTKF to estimate the state of the system on-line, at the same time, the disturbance and noise changing with time are also estimated and eliminated. By combining a MRAC strategy, we enhance the robustness of the fine tracking system. Numerical experiments of tracking performances comparing different methods available in the literature are given. The numerical simulation results show that the proposed method can improve the tracking accuracy, and almost 99.7% of the spots can be projected into the square area within 2 μrad.
机译:精细跟踪系统的准确性是量子定位系统高精度定位的前提。在本文中,我们提出了一种组合模型参考自适应控制(MRAC)策略和自适应强追踪卡尔曼滤波器(ASTKF)的方法,以减少卫星平台抖动和环境噪声的影响。建立并分析了具有干扰和环境噪声的细追踪系统的数学模型。针对彩色不规则噪声信号,我们设计ASTKF来估计系统的状态在线,同时,随着时间的推移,还估计和消除了随时间的干扰和噪声。通过结合MRAC策略,我们增强了精细跟踪系统的稳健性。给出了跟踪性能比较文献中可用的不同方法的数值实验。数值模拟结果表明,该方法可以提高跟踪精度,近99.7%的斑点可以投射到2μrad内的方形区域。

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