Multi-frequency BeiDou cycle slip and data gap repair with geometry-based model

Yanan Qin, Bofeng Li, L. Lou
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引用次数: 2

Abstract

In real GNSS high-precision applications with carrier phase observations, the cycle slips and short-time interruptions often occur, leading to a long time re-initialization. The traditional methods often process cycle slips of satellite-by-satellite based on the geometry-free combinations of multiple frequencies. The geometry-free model ignores the mutual strong links between different satellite observations, which degrades the efficiency of cycle slip processing. With gradual availability of multi-frequency GNSS, the correlations of observations between multi-frequency and between satellites should be taken full advantage of. In this contribution, we will dedicate to present a geometry-based and ionosphere-weighted approach for integer cycle slip estimation, along with handling of receiver coordinate parameters, receiver clock error and ionospheric delays, which is generally applicable to arbitrary number of frequencies of CDMA satellite systems. When it is unable to effectively fix all of the cycle slips simultaneously, we further propose to partially fix the cycle slips that can be reliably fixed. Extensive experiments are carried out using undifferenced dual/triple-frequency BDS data to validate the performance of our proposed method. The result shows that by using the predicted ionospheric variations, the data gaps up to 30–45 s can be effectively connected, and the cycle slips can be correctly fixed even in case of the poor situations where continuous cycle slips occur on all satellites.
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基于几何模型的多频北斗周期滑移与数据间隙修复
在具有载波相位观测的实际GNSS高精度应用中,经常会出现周期滑动和短时中断,导致重新初始化的时间较长。传统的方法通常是基于多频率的无几何组合逐个处理卫星的周期滑移。无几何模型忽略了不同卫星观测之间的相互强联系,降低了周期滑动处理的效率。随着多频GNSS的逐步普及,应充分利用多频间和卫星间观测值的相关性。在这篇文章中,我们将致力于提出一种基于几何和电离层加权的整数周跳估计方法,以及处理接收机坐标参数、接收机时钟误差和电离层延迟,该方法通常适用于CDMA卫星系统的任意频率。当无法同时有效地固定所有的周期卡瓦时,我们进一步提出对可可靠固定的周期卡瓦进行部分固定。利用无差分双频/三频BDS数据进行了大量实验,以验证我们提出的方法的性能。结果表明,利用预测的电离层变化,可以有效连接30 ~ 45 s的数据间隙,即使在所有卫星出现连续周期跳差的恶劣情况下,也能正确固定周期跳差。
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