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Mitigating the Impact of Predicted-Satellite-Clock Errors on GNSS PPP Positioning

机译:缓解预测卫星时钟误差对GNSS PPP定位的影响

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The United States Naval Observatory (USNO) is testing the use of predicted values of (a) GNSS satellite orbits,(b) GNSS satellite clock corrections and (c) earth orientation parameters (EOP) as input to GNSS precise point positioning (PPP; [1]). Past studies [2, 3] indicated that static positioning precision of several centimeters to a decimeter could be achieved using such predicted values, and that errors in the predicted satellite-clock correction values were the largest contributors to the resulting position error. This study was undertaken therefore in an effort to understand how errors in input satellite clock correction values are converted in PPP processing to errors in receiver position and other estimated quantities. A simulation study was made of the impact of a constant 10 ns error in-a single GPS satellite's clock estimates on the position and clock accuracy obtained in PPP parameter estimation. The 10 ns constant error was applied to the clock estimates of PRN 1 (GPS 63 [4]); the impact was studied at five mid-latitude northern hemisphere locations for test date 21 October 2012. Said input error caused no discernable error in estimated site position. Nor did it create any carrier-phase residuals. The error manifests rather as receiver clock errors, ambiguity errors, and pseudorange residuals. PRN 1 pseudorange residuals accounted for 96-98% of the input error, with the remainder of the input error expressed as receiver clock errors of 220-390 ps, ambiguity errors of the same size but opposite sign, and non-PRN 1 pseudorange residuals. The impact of a PRN 1 10 ns satellite-clock error on position/clock accuracy was further investigated by repeating the above experiment but using only pseudorange measurements to obtain the answers. In this case, cm-to-dm level position errors and ns-level clock errors were induced. Further studies must be conducted in order to understand how these large errors transition to the small errors observed in the tested PPP pseudorange+phase parameter estimation, in which (a) many ambiguity parameters were available to absorb input satellite clock error and (b) the pseudorange measurements were given 10~(-4) weight of the carrier-phase measurements.
机译:美国海军天文台(USNO)的测试使用(a)的GNSS卫星的轨道,(b)中的GNSS卫星时钟校正和(c)地球定向参数(EOP)作为输入提供给GNSS精确点定位(PPP预测值; [1])。过去的研究[2,3]所指示数厘米的静态定位精度可以通过使用这样的预测值来实现一个分米,并在预测的卫星时钟的修正值的错误是最大的贡献者将所得的位置误差。本研究是在努力了解在输入卫星时钟校正值的误差如何被转换在PPP处理中的错误接收器位置和其他估计数量因此进行。模拟研究制成的IN-A上在PPP参数估计获得的位置和时钟精度单个GPS卫星的时钟估计的恒定10纳秒误差的影响。的10纳秒恒定误差施加到PRN 1(GPS 63 [4])的时钟估计;的影响进行5个中纬度北半球地区研究考试日期10月21日2012年所说输入错误引起的,估计现场位置没有明显的错误。它也没有产生任何载波相位残差。错误清单,而作为接收器时钟误差,模糊性错误和伪距余量。 PRN 1个伪距残差占输入错误的96-98%,而表示为220-390 PS的接收机时钟误差,相同的大小,但符号相反的歧义错误输入错误的其余部分,和非PRN 1伪距残差。一个PRN 1 10纳秒卫星时钟误差对位置/时钟精度的影响通过重复上述实验,但仅使用伪距测量值,以获得答案进一步研究。在这种情况下,厘米至DM水平位置误差和纳秒级的时钟误差被诱导。进一步的研究必须按顺序进行,以了解这些大的误差过渡到小的误差如何在测试PPP伪距+相位参数估计观察到的,其中(a)许多模糊度参数是可用于吸收输入卫星时钟误差和(b)的伪距测量被给了载波相位测量的10〜(-4)的重量。

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