首页> 外文OA文献 >Robusni algoritam praćenja mjerenjem smjera pomoću strukturiranog potpunog Kalmanovog filtra zasnovanog na metodi najmanjih kvadrata
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Robusni algoritam praćenja mjerenjem smjera pomoću strukturiranog potpunog Kalmanovog filtra zasnovanog na metodi najmanjih kvadrata

机译:基于最小二乘法的结构化完整卡尔曼滤波器的鲁棒定向跟踪算法

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摘要

A nonlinear approach called the robust structured total least squares kalman filter (RSTLS-KF) algorithm is proposed for solving tracking inaccuracy caused by outliers in bearings-only multi-station passive tracking. In that regard, the robust extremal function is introduced to the weighted structured total least squares (WSTLS) location criterion, and then the improved Danish equivalent weight function is built on the basis, which can identify outliers automatically and reduce the weight of the polluted data. Finally, the observation equation is linearized according to the RSTLS location result with the structured total least norm (STLN) solution. Hence location and velocity of the target can be given by the Kalman filter. Simulation results show that tracking performance of the RSTLS-KF is comparable or better than that of conventional algorithms. Furthermore, when outliers appear, the RSTLS-KF is accurate and robust, whereas the conventional algorithms become distort seriously.
机译:提出了一种非线性方法,称为鲁棒结构总最小二乘卡尔曼滤波(RSTLS-KF)算法,用于解决纯方位多站被动跟踪中异常值引起的跟踪误差。在这方面,将鲁棒极值函数引入加权结构化总最小二乘法(WSTLS)定位准则,然后在此基础上构建改进的丹麦等效权函数,该函数可以自动识别异常值并减少污染数据的权重。最后,使用结构化的总最小范数(STLN)解决方案根据RSTLS定位结果将观测方程线性化。因此,目标的位置和速度可以由卡尔曼滤波器给出。仿真结果表明,RSTLS-KF的跟踪性能与传统算法相当或更好。此外,当出现离群值时,RSTLS-KF是准确且健壮的,而常规算法会严重失真。

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