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Autocovariance least-squares based measurement error covariance estimation for attitude determination of lunar lander

机译:基于自协方差最小二乘的测量误差协方差估计,用于月球着陆器姿态确定

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摘要

In this paper, the autocovariance least-squares (ALS) method for a linear time-varying system is proposed for estimating both the process noise covariance and the measurement noise covariance associated with the measurement sensor to mitigate the performance degradation caused by an incorrect information of the sensor errors or by a large change of errors in sensor measurement. To verify the efficiency of the proposed method, simulations were performed for the attitude determination of the lunar lander which combines a gyro and a star tracker measurements assuming that the star tracker errors are increased by fault during the lunar descent and landing. The simulation results show that the attitude error of the proposed method is smaller than the conventional Kalman filter by adaptively tuning the noise covariance of the star tracker measurement errors. Also, the relationship between the ALS estimation accuracy and the innovation sample size and the time lag is discussed.
机译:本文提出了一种用于线性时变系统的自协方差最小二乘(ALS)方法,用于估计与测量传感器相关的过程噪声协方差和测量噪声协方差,以缓解由于不正确信息引起的性能下降。传感器错误或传感器测量中的错误变化很大。为了验证所提出方法的效率,进行了模拟,确定了月球着陆器的姿态,该模拟结合了陀螺仪和恒星跟踪器的测量结果,并假设在月球下降和着陆期间由于故障增加了恒星跟踪器的误差。仿真结果表明,通过自适应地调整星跟踪器测量误差的噪声协方差,该方法的姿态误差小于传统的卡尔曼滤波器。此外,还讨论了ALS估算准确性与创新样本数量以及时滞之间的关系。

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