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Robust Tracking Of Weak Gps Signals In Multipath And Jamming Environments

机译:在多径和干扰环境中对弱Gps信号进行稳健跟踪

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摘要

In this paper, we address the problem global positioning system (GPS) signals tracking in low signal-to-noise ratio (SNR) and multipath plus interference environments using a two-step approach: a block-averaging pre-processing (BAP) which converts the zero-mean interferences to colored Gaussian noise and a maximum likelihood (ML) based algorithm combined with a whitening transform. We apply the recently proposed BAP technique to improve the SNR. For code tracking with multipath mitigation, we exploit the fact that during a period with no data bit edges, the propagation delay causes only a circular shift to the C/A code block. This allows the decomposition of the averaged data vector into a constant C/A code component plus an undesired signal component. An efficient temporal whitening transform is derived from the sample covariance matrix and applied to suppress strong colored interferers, rendering the ML estimation problem of the multipath parameters tractable. A computationally efficient procedure for solving the complex ML optimization problem is considered using a finite difference maximization technique. By estimating the multipath signals and subtracting their contributions in a sequential scheme, the code synchronization is achieved. The resulting robust ML (RML) tracking procedure is more efficient in mitigating multipath and non-Gaussian interferences. The performance of the developed RML receiver is evaluated through computer simulations to show its superiority over that of narrow correlator and MEDLL approach.
机译:在本文中,我们采用两步法解决了在低信噪比(SNR)和多径加干扰环境下的全球定位系统(GPS)信号跟踪问题:块平均预处理(BAP)将零均值干扰转换为有色高斯噪声和结合了白化变换的基于最大似然(ML)的算法。我们应用最近提出的BAP技术来改善SNR。对于具有多路径缓解的代码跟踪,我们利用以下事实:在无数据位边缘的时间段内,传播延迟仅导致对C / A代码块的循环移位。这允许将平均数据矢量分解为恒定的C / A码成分加上不希望的信号成分。从样本协方差矩阵导出有效的时间白化变换,并将其应用于抑制强色干扰,使多径参数的ML估计问题变得易于处理。考虑使用有限差分最大化技术来解决复杂的ML优化问题的高效计算程序。通过估计多径信号并以顺序方案减去其贡献,可以实现代码同步。所得的健壮ML(RML)跟踪过程在减轻多径干扰和非高斯干扰方面更为有效。通过计算机仿真评估了开发的RML接收器的性能,以显示其优于窄相关器和MEDLL方法的优越性。

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