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A closed-form formula to calculate geometric dilution of precision (GDOP) for multi-GNSS constellations

机译:用于计算多个GNSS星座的精度几何稀释(GDOP)的封闭形式公式

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摘要

With the future global navigation satellite system (GNSS), the multi-GNSS constellations, which are composed of various single systems, will be the main navigation method in future. For the multi-GNSS constellations, the geometric dilution of precision (GDOP) is an important parameter used for satellite selection and the evaluation of positioning accuracy. However, the calculation of GDOP is a time-consuming and power-consuming task. Using Schur complement, we present a closed-form formula to calculate GDOP for multi-GNSS constellations. The formula can be applied to multi-GNSS constellations that include two, three or four different single systems. Furthermore, a closed-form formula for the case of exactly five satellites is also derived. Compared with the conventional numerical methods, the formula can reduce the amounts of multiplication and addition effectively. Numerical experiments validate the effectiveness and feasibility of the closed-form formula.
机译:随着未来的全球导航卫星系统(GNSS),由各种单一系统组成的多GNSS星座将成为未来的主要导航方法。对于多GNSS星座,精度的几何稀释度(GDOP)是用于卫星选择和评估定位精度的重要参数。但是,GDOP的计算既耗时又耗电。使用Schur补码,我们提供了一个封闭式公式来计算多个GNSS星座的GDOP。该公式可以应用于包含两个,三个或四个不同的单个系统的多GNSS星座。此外,还得出了恰好有五颗卫星的情况下的闭式公式。与常规数值方法相比,该公式可有效减少乘法和加法的数量。数值实验验证了封闭式公式的有效性和可行性。

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