时钟辅助与经典多gnss飞行导航的比较与评价

Ankit Jain, S. Schön
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摘要

在民用航空运行中,保持一定标准的导航性能是至关重要的。在基于全球导航卫星系统(GNSS)的位置估计中,由于接收机时钟偏差,高度分量的精度较低。此外,高度分量在飞行导航的各个阶段都具有高度相关性。利用接收机时钟建模(RCM)的概念,有时也称为时钟滑行,可以在很大程度上提高高度分量的精度。本文给出了用两种不同方法计算基于代码的飞行导航的实验结果。在一次空中飞行中,使用多个GNSS接收器和一个惯性测量单元(IMU)记录大约三个小时的GNSS观测结果,其中一些接收器与外部原子钟相连。捕获的数据在飞行后处理;首先使用多gnss代码观测值与线性化卡尔曼滤波器(LKF)估计位置和时钟偏差,而不应用RCM的概念;随后使用LKF方法并应用RCM的概念。最后,将估计位置与参考轨迹进行比较,并评估两种方法的地心坐标差异。实验结果表明,与不应用RCM的定位方案相比,应用RCM的GPS和GLONASS观测结果在高度分量上的精度提高了约80%。两种方法计算的导航解在水平坐标上没有显著差异。
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Comparison and Evaluation of Clock-aided and Classical Multi-GNSS Flight Navigation
Maintaining the navigation performance with respect to a certain standard is of prime importance in civil aviation operations. In global navigation satellite system (GNSS) based position estimates, the height component is less accurate specifically due to the receiver clock bias. Further, the height component is of high relevance in all phases of flight navigation. With the concept of receiver clock modeling (RCM), sometimes called as clock coasting, the accuracy of the height component could be improved by a large extent. In this paper, we present experimental results of code-based flight navigation computed using two different methods. GNSS observations are recorded on an aerial flight for about three hours with multiple GNSS receivers and an inertial measurement unit (IMU), some of these receivers are connected with external atomic clocks. Data captured is processed post-flight; position and clock bias are estimated at first using multi-GNSS code observations with a Linearized Kalman filter (LKF) without applying the concept of RCM; later using LKF approach and applying the concept of RCM. Finally, the estimated positions are compared with the reference trajectory and the topocentric coordinate differences are evaluated using both methods. Experimental results demonstrate that the precision in the height component is improved by about 80% using GPS and GLONASS observations with RCM applied compared to a positioning solution without applying RCM. There is no significant difference in the horizontal coordinates for the navigation solutions computed using the two different methods.
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