EFFECT OF IGS BASELINE LENGTH ON GNSS POSITIONING ACCURACY

IF 1.2 Q3 GEOSCIENCES, MULTIDISCIPLINARY Rudarsko-Geolosko-Naftni Zbornik Pub Date : 2023-01-01 DOI:10.17794/rgn.2023.3.7
Tarek A. Mohamed, Mohamed A. Yousef, Mustafa K. Alemam, Y. Mostafa
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Abstract

Since the establishment of the International GNSS Service (IGS) stations, they have been used as control stations for assigning the Precise point positioning (PPP) positions using one Global Navigation Satellite System (GNSS) receiver, which has increased from day-to-day. There are some factors affecting the accuracy of PPP positioning. This research aims to investigate the relation between the IGS distance and observed field points as well as to attempt to describe that relation mathematically/statically. For the realization of that aim, two field points are fixed inside the Assiut University campus and observed successively for a session of 24 hour observation. The position of each field point is assigned with the help of each one of the available IGS station products. It must be known that these products are found after observations in three files (IGU, IGR, and final IGS), whereas IGU is used directly as real-time data (ultra-rapid), IGR (rapid) is used through (17-41 hours) after observation, and (final IGS) used after 12 – 18 days. Coordinates and point errors of each field points are computed and represented. It has been found that the errors have a positive relation with the available IGS stations distances. The relation between these distances and point positioning errors have been represented and described according to a model. The accuracy of the presented model is (R ≅ .98, x2 ≅ 2.5 × 10-3).
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igs基线长度对GNSS定位精度的影响
自国际GNSS服务(IGS)站建立以来,它们一直被用作使用一个全球导航卫星系统(GNSS)接收器分配精确点定位(PPP)位置的控制站,这是从日常增加的。影响PPP定位精度的因素有很多。本研究旨在探讨IGS距离与观测场点之间的关系,并试图用数学/静态方法描述这种关系。为了实现这一目标,在Assiut大学校园内固定了两个现场点,并连续观察了24小时。利用每个可用的IGS站产品来分配每个场点的位置。必须知道,这些产品是在三个文件(IGU, IGR和最终IGS)中观测后发现的,而IGU直接用作实时数据(超快速),IGR(快速)在观测后(17-41小时)使用,(最终IGS)在12 - 18天后使用。计算并表示了各场点的坐标和点误差。结果表明,误差与可用的IGS站距成正相关。这些距离与点定位误差之间的关系用一个模型来表示和描述。该模型的精度为(R = 0.98, x2 × 2.5 × 10-3)。
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来源期刊
CiteScore
2.50
自引率
15.40%
发文量
50
审稿时长
12 weeks
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