利用深度耦合估计器提高导频信号抗干扰跟踪鲁棒性

Logan Bednarz, Samer Khanafseh, Boris Pervan
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引用次数: 0

摘要

研究了利用卡尔曼滤波器与惯性传感器进行深度耦合,提高全球导航卫星系统(GNSS)导频信号在高干扰和/或干扰条件下跟踪鲁棒性的可行性。在这项工作中,我们面对了典型跟踪回路的限制因素,包括对预滤波或相干平均的依赖(Julien 2014)、对输入信号的多普勒频率进行积分所产生的不利相关效应(Borio et al. 2014, Julien 2014)、偏置惯性测量传感器(IMU)加速度计/陀螺仪噪声输入以及本振(LO)相位噪声(Misra and Enge 2001)。我们的深度耦合卡尔曼滤波器就是专门针对这些限制而设计的。深度耦合卡尔曼滤波器的使用也允许对滤波器最佳状态估计的完整性进行明确定义的分析,这可以用来暴露最快速降低估计质量的噪声源。利用这种分析,可以扩展和定义该估计器和类似估计器在给定所有可用硬件的所有噪声水平下的鲁棒性,从而不仅为鲁棒性提供了宝贵的资产,而且还为估计器和传感方案设计提供了宝贵的资产。我们表明,这种早期版本的跟踪算法能够在载波与噪声密度比低至4 dBHz的情况下保持信号锁定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improving Tracking Robustness Through Interference Using Pilot Signals with a Deeply Coupled Estimator
This paper shows the viability of improving tracking robustness of global navigation satellite systems (GNSS) pilot signals in high interference and/or jamming conditions by deep coupling with inertial sensors using a Kalman filter. In this work, we confront the limiting factors of typical tracking loops, including the dependency on pre-filtering or coherent averaging (Julien 2014), the adverse correlation effects that would otherwise come from integrating over the Doppler frequency of the incoming signals (Borio et al. 2014, Julien 2014), biased inertial measurement sensor (IMU) accelerometer/gyroscope noise inputs, and local oscillator (LO) phase noise (Misra and Enge 2001). Our deeply coupled Kalman filter is designed to specifically confront these limitations. The use of a deeply coupled Kalman filter also allows for a well-defined analysis of the integrity of the filter’s best state estimate, which can be used to expose noise sources which most quickly degrade estimate quality. Using this analysis, the robustness of this and similar estimators to all noise levels given all available hardware can be extended and defined, and thus provide a valuable asset not only to robustness, but also to estimator and sensing scheme design. We show that this early version of our tracking algorithm is able to maintain signal lock in carrier to noise density ratios as low as 4 dBHz.
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