Covariance Matching Based Adaptive Attitude Estimation of a Nano-Satellite Using SVD-Aided EKF

C. Hajiyev, Demet Cilden‐Guler
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Abstract

Tuning the system noise covariance Q matrix for the single-frame method aided Kalman filtering algorithm. The covariance matching procedure of the measurement noise covariance, namely the R matrix, was processed in singular value decomposition (SVD), which is one of the single-frame methods. Develop the R and Q double covariance matching rule for the single-frame method aided Kalman filtering algorithm. The matching procedure of the measurement noise covariance, namely the R matrix, is processed in singular value decomposition (SVD), which is one of the single-frame methods. The second matching rule is defined in the second stage of the proposed EKF design. The matching rules are run simultaneously, which makes the filter capable of being robust against initialization errors, system noise uncertainties, and measurement malfunctions at the same time without an external filter design necessity. A single-frame method aided Kalman filtering algorithm based double covariance matching rule is presented in this paper. First, the measurement noise covariance matching is introduced using the SVD method that processes the R-adaptation inherently for the filtering stage. Second, the system noise covariance matching is described so as to have double covariance matching at the same time during the estimation procedure. The SVD-Aided AEKF becomes R- and Q-adaptive simultaneously by applying the Q-adaptation rule to the intrinsically R-adaptive SVD-aided EKF.
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基于协方差匹配的基于svd辅助EKF的纳米卫星自适应姿态估计
针对单帧法辅助卡尔曼滤波算法对系统噪声协方差Q矩阵进行调优。测量噪声协方差即R矩阵的协方差匹配过程在单帧方法之一的奇异值分解(SVD)中进行处理。针对单帧法辅助卡尔曼滤波算法,提出了R和Q双协方差匹配规则。测量噪声协方差的匹配过程即R矩阵在单帧方法中的奇异值分解(SVD)中进行处理。在本文提出的EKF设计的第二阶段,定义了第二匹配规则。匹配规则同时运行,这使得滤波器能够同时对初始化错误、系统噪声不确定性和测量故障具有鲁棒性,而无需外部滤波器设计。提出了一种基于双协方差匹配规则的单帧法辅助卡尔曼滤波算法。首先,采用SVD方法引入测量噪声协方差匹配,该方法对滤波阶段进行固有的r -自适应处理。其次,对系统噪声协方差匹配进行描述,使估计过程中同时进行双协方差匹配。将q自适应规则应用于本质自适应的svd辅助EKF,使其同时具有R自适应和q自适应。
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