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Choosing the coherent integration time for Kalman filter-based carrier-phase tracking of GNSS signals

机译:为基于卡尔曼滤波器的GNSS载波相位跟踪选择相干积分时间

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Carrier phase-based positioning using Global Navigation Satellite System (GNSS) signals can provide centimeter-level accuracy; however, to do so requires robust, continuous tracking of the phase of the received signal. The phase-locked loop is typically the weakest link in GNSS signal processing, with frequent cycle slips and loss of lock occurring at lower signal-to-noise ratios. One way to improve the signal-to-noise ratio is to increase the coherent integration time; however doing so reduces the loop update rate, thereby degrading performance. This paper investigates this trade-off between sensitivity and loop update rate by investigation of the Kalman filter-based tracking loop. It is shown that it is possible to choose an optimal integration time for a given application. A relatively straightforward procedure is given to determine this optimal value. The results are confirmed through real-time kinematic processing of live satellite signals.
机译:使用全球导航卫星系统(GNSS)信号的基于载波相位的定位可以提供厘米级的精度;但是,这样做需要对接收信号的相位进行稳健,连续的跟踪。锁相环通常是GNSS信号处理中最薄弱的环节,在较低的信噪比下会出现频繁的周跳和锁定丢失。改善信噪比的一种方法是增加相干积分时间。但是这样做会降低循环更新率,从而降低性能。本文通过研究基于卡尔曼滤波器的跟踪环路,研究了灵敏度和环路更新率之间的折衷。结果表明,可以为给定的应用选择最佳积分时间。给出了一个相对简单的过程来确定该最佳值。通过实时对实时卫星信号进行运动学处理可以确认结果。

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