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Mitigation of Systematic Errors of GPS Positioning Based on Wavelet Denoise

机译:基于小波降噪的GPS定位系统误差的缓解

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Systematic errors, such as multipath and residual atmospheric errors in GPS double difference carrier phase observations, are the main error sources for high precision GPS applications. The complicated properties of systematic errors limit the modelling and mitigation of these errors when parametric models are used. In this paper, a new approach based on wavelet analysis is developed to tackle them. Wavelet transform is used as a tool to separate systematic errors from the signal. The signal here is double differential phase observation, which is an input for wavelet transform system. Through multi-step decomposition for original double differential observation, systematic errors identity is exhibited at a certain scale in the decomposition and the double differential observation is then reconstructed by a filtering to the signal with systematic errors eliminated. The newly formed observation is then used as the input for baseline adjustment unit to achieve desired positioning efficiency. Experiment and analysis is conducted to show the applicability of the proposed approach.
机译:系统误差,例如GPS双差载波相位观测中的多径误差和残余大气误差,是高精度GPS应用的主要误差来源。使用参数模型时,系统错误的复杂属性限制了这些错误的建模和缓解。本文提出了一种基于小波分析的新方法来解决这些问题。小波变换被用作从信号中分离系统误差的工具。这里的信号是双微分相位观测,这是小波变换系统的输入。通过对原始双微分观测的多步分解,在分解中以一定规模展现了系统误差的身份,然后通过对消除了系统误差的信号进行滤波来重构双微分观测。然后将新形成的观测值用作基线调整单元的输入,以实现所需的定位效率。实验和分析表明该方法的适用性。

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