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A method for improving uncalibrated phase delay estimation and ambiguity-fixing in real-time precise point positioning

机译:实时精确点定位中改进非标定相位延迟估计和模糊度固定的方法

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In order to improve the performance of precise point positioning (PPP), this paper presents a new data processing scheme to shorten the convergence time and the observation time required for a reliable ambiguity-fixing. In the new scheme, LI and L2 raw observations are used and the slant ionospheric delays are treated as unknown parameters. The empirical spatial and temporal constraints and the ionospheric delays derived from a real-time available ionospheric model are all considered as pseudo-observations into the estimation for strengthening the solution. Furthermore, we develop a real-time computational procedure for generating uncalibrated phase delays (UPDs) on LI and L2 frequencies. The PPP solution is first carried out on all reference stations based on the proposed scheme, undifferenced float ambiguities on L1 and L2 frequencies can be directly obtained from the new scheme. The L1 and L2 UPDs are then generated and broadcasted to users in real-time. This data product and also the performance of the new PPP scheme are evaluated. Our results indicate that the new processing scheme considering ionospheric characteristics can reduce the convergence time by about 30 % for float kinematic solutions. The observation time for a reliable ambiguity-fixing is shortened by 25 % compared to that of the traditional ambiguity-fixed kinematic solution. When the new method is used for static reference stations, the observation time for ambiguity-fixing is about 10 min in static mode and only 5 min if the coordinates are fixed to well-known values.
机译:为了提高精确点定位(PPP)的性能,本文提出了一种新的数据处理方案,以缩短收敛时间和可靠的歧义固定所需的观察时间。在新方案中,使用了LI和L2原始观测值,并将倾斜的电离层延迟视为未知参数。从实时可用电离层模型得出的经验空间和时间约束以及电离层延迟都被视为估算中的伪观测,以加强解决方案。此外,我们开发了一种实时计算程序,用于在L1和L2频率上生成未校准的相位延迟(UPD)。 PPP解决方案首先基于所提出的方案在所有参考站上执行,可以从新方案中直接获得L1和L2频率的无差异浮点模糊度。然后,将生成L1和L2 UPD,并将其实时广播给用户。该数据产品以及新PPP方案的性能都得到了评估。我们的结果表明,考虑电离层特征的新处理方案可以将浮点运动学解决方案的收敛时间减少约30%。与传统的不确定度固定运动学解决方案相比,可靠的不确定度固定的观察时间缩短了25%。当将新方法用于静态参考站时,在静态模式下用于模糊度固定的观察时间约为10分钟,如果将坐标固定为已知值,则观测时间仅为5分钟。

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