伽利略E1元信号的Ziv-Zakai界和多相关器压缩

C. Schwalm, C. Enneking, S. Thoelert
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引用次数: 0

摘要

讨论了利用元信号组合(MSC)估计到达时间(ToA)的鲁棒性和准确性。MSC是一种将多个导航信号作为单个宽带信号处理的接收策略,即使它们在不同的载波频率上传输。该策略最初是由于其潜在的高ToA估计精度以及良好的频谱效率和功耗效率而提出的。此外,它还提供了优化使用遗留信号和新添加的信号组件的可能性;在这项工作中,我们将重点关注E1开放业务(OS)和即将到来的E1- d信号的示例。讨论了基于Ziv-Zakai下界(Ziv-Zakai Lower Bound, ZZLB)的噪声估计鲁棒性;我们的分析结果表明,如果没有较大的载波与噪声密度比或较长的观测时间,自相关副瓣使无偏ToA估计器无法获得更简单的cram - rao下界(CRLB)所承诺的优异性能。此外,我们还证明,为了避免进一步的性能损失,应该使用一组精心配置的相关器。
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Ziv-Zakai Bound and Multicorrelator Compression for a Galileo E1 Meta-Signal
We discuss robustness and accuracy of time of arrival (ToA) estimation using meta-signal combining (MSC). MSC is a receive strategy to process multiple navigation signals as a single wideband signal, even though they are transmitted on different carrier frequencies. This strategy was originally proposed due its potentially high ToA estimation accuracy in combination with good spectral efficiency and power efficiency. Furthermore, it offers the possibility to make optimal use of legacy signals and newly added signal components; in this work, we focus on the example of the E1 open serivce (OS) and the forthcoming E1-D signal. We discuss estimation robustness against noise on the basis of the Ziv-Zakai Lower Bound (ZZLB); our analytical results reveal that without large carrier-to-noise density ratio or long observation times, autocorrelation sidelobes make it impossible for an unbiased ToA estimator to attain the excellent performance promised by the simpler Cramér-Rao Lower Bound (CRLB). Furthermore, we demonstrate that a carefully configured bank of correlators should be used in order to avoid further performance losses.
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