使用澳大利亚第二代卫星增强系统时定位误差的表征

IF 0.7 Q4 ASTRONOMY & ASTROPHYSICS
M. Khaki, A. el-Mowafy
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引用次数: 0

摘要

摘要故障检测和排除(FDE)是全球导航卫星系统(GNSS)位置预处理的主要任务,也是完整性监测的一个基本过程,是实现智能运输系统等应用的可靠定位所必需的。一种广泛使用的方法是解分离(SS)算法。SS中的FDE传统上建立假设定位误差正态分布的模型。然而,在城市环境中,这种传统的假设可能不再有效。本研究的目的是研究这一点,并进一步检查替代分布的性能,这可能有助于FDE建模,从而改进导航。特别地,它研究了当使用澳大利亚基于卫星的增强系统(SBAS)试验台时使用GNSS的定位误差的特征,该试验台包括不同的定位模式,包括使用L1全球定位系统(GPS)传统SBAS的单点定位(SPP),用于GPS和伽利略的第二代双频多星座(DFMC)SBAS服务,以及最后使用GPS和伽利略观测的精确点定位(PPP)。通过统计分析,研究了不同可能运行环境下的位置误差分布,包括开阔天空、低密度城市环境和高密度城市环境。在所有区域也发现了显著的自相关值。然而,这在PPP解决方案中更为明显。此外,应用的分布分析表明,除了正态分布外,逻辑分布、威布尔分布和伽马分布函数也可以拟合各种情况下的误差数据。这些信息可用于根据工作环境构建更具代表性的FDE模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Characterizing Positioning Errors When Using the Second-Generation Australian Satellite-Based Augmentation System
Abstract Fault detection and exclusion (FDE) is the main task for pre-processing of global navigation satellite system (GNSS) positions and is a fundamental process in integrity monitoring that is needed to achieve reliable positioning for applications such as in intelligent transport systems. A widely used method is the solution separation (SS) algorithm. The FDE in SS traditionally builds the models assuming positioning errors are normally distributed. However, in urban environments, this traditional assumption may no longer be valid. The objective of this study is to investigate this and further examine the performance of alternative distributions, which can be useful for FDE modelling and thus improved navigation. In particular, it investigates characterization of positioning errors using GNSS when the Australian satellite-based augmentation system (SBAS) test bed is used, which comprised different positioning modes, including single-point positioning (SPP) using the L1 global positioning system (GPS) legacy SBAS, the second-generation dual-frequency multi-constellation (DFMC) SBAS service for GPS and Galileo, and, finally, precise point positioning (PPP) using GPS and Galileo observations. Statistical analyses are carried out to study the position error distributions over different possible operational environments, including open sky, low-density urban environment, and high-density urban environment. Significant autocorrelation values are also found over all areas. This, however, is more evident for PPP solution. Furthermore, the applied distribution analyses applied suggest that in addition to the normal distribution, logistic, Weibull, and gamma distribution functions can fit the error data in various cases. This information can be used in building more representative FDE models according to the work environment.
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CiteScore
1.00
自引率
11.10%
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