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Time synchronization requirement of global navigation satellite system augmentation system based on pseudolite

机译:基于伪岩的全球导航卫星系统增强系统的时间同步要求

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摘要

Global navigation satellite systems are widely used across the world because of their continuous/all-weather, global coverage, and high precision positioning. But, three-dimensional positioning accuracy, especially in the vertical direction, remains insufficient because of the geometric distribution of satellites. This is especially true for air-borne objects such as unmanned aerial vehicles, civil aviation devices, and missiles. To solve this problem, we adopt a satellite-ground joint positioning system based on a pseudo-satellite (pseudolite). The introduction of ground pseudolites can significantly reduce the vertical dilution of precision and improve positioning accuracy. This method has been proposed in the 1980s. However, we have to ask a question, as long as we add a pseudolite, can the positioning accuracy be improved? The answer is no. Pseudolites can cause time synchronization problems with satellites, and the resulting timing errors of the pseudolite are converted into pseudorange errors, reducing accuracy. Here, we seek to evaluate the impact of the reduced vertical dilution of precision and the increased range errors associated with the introduction of a pseudolite on the ground. We derive a mathematical formula to explain this relationship. We conclude that when the satellite range error and the change in the position dilution of precision associated with a pseudolite are known, we can calculate an approximate limit for the pseudolite timing accuracy to ensure that the use of the pseudolite improves the positioning accuracy. This work should be of great value in guiding engineering practice.
机译:由于其连续/全天候,全球覆盖率和高精度定位,全球导航卫星系统广泛应用于全球。但是,由于卫星的几何分布,三维定位精度,特别是在垂直方向上保持不足。对于无人驾驶飞行器,民航装置和导弹等空气传播物品尤其如此。为了解决这个问题,我们采用基于伪卫星(假翼)的卫星接合线定位系统。地面伪岩的引入可以显着降低精度的垂直稀释度并提高定位精度。该方法已在20世纪80年代提出。但是,只要我们添加伪岩,我们都必须提出一个问题,可以提高定位精度吗?答案是不。 Pseudolites可能导致时间与卫星的时间同步问题,并且伪位的结果时序误差被转换为伪静音误差,降低精度。在这里,我们寻求评估垂直稀释的垂直稀释的影响以及与在地面上引入伪岩相关的增加的范围误差。我们得出了一个数学公式来解释这种关系。我们得出结论,当已知卫星范围误差和与伪岩相关的精度稀释的位置稀释的变化时,我们可以计算伪时刻精度的近似极限,以确保使用伪岩的使用提高了定位精度。这项工作应该是指导工程实践的巨大价值。

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