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GDOP Results in All-in-view Positioning and in Four Optimum Satellites Positioning with GPS PRN Codes Ranging

机译:GDOP导致有线定位和四个最佳卫星定位,定位GPS PRN码测距

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The geometric dilution of precision (GDOP) is an indication of the quality of the GPS positioning solution when the precise of pseudo-random noise (PRN) ranging is invariable. Four Optimum satellites method is used to solve this problem in some solutions, which involve mass of calculation. In this paper, all satellites in the field of view (all-in-view) are employed to calculate the constellation's GDOP and the corresponding receiver's position error. That the GDOP of all-in-view is no more than that of the four optimum satellites is proved in theory. The experiment results show that the precise of all-in-view overmatched that of the other. Furthermore, the elevation of each satellite in view and the GPS receiver's signal to noise ratio (SNR) on satellite is introduced as fuzzy subset to weight the observation matrix when the practice environment reality, which is taken on variety and fuzzy characteristic, is considered. The experiment results indicate that the proposed algorithm is beneficial to smooth GDOP spoiled fluctuation when the constellation took place changes.
机译:精度(GDOP)的几何稀释是当伪随机噪声(PRN)测距的精确时,GPS定位解决方案的质量的指示。四种最佳卫星方法用于解决一些解决方案中的这个问题,涉及质量计算。在本文中,采用视野中的所有卫星(录入值)来计算星座的GDOP和相应的接收器的位置误差。 vdpop的gdop在理论上证明了四个最佳卫星的GDOP。实验结果表明,全视车的精确多匹配的另一个。此外,每个卫星的升高以及在卫星上被引入卫星上的GPS接收器的信噪比(SNR)作为对观察矩阵进行模糊子集,当考虑在各种和模糊特性上采取的实践环境现实时。实验结果表明,当星座发生变化时,所提出的算法有利于平滑的GDOP损坏的波动。

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