To address the issue of long ambiguity resolution (AR) time for existing medium-to-long baseline reference stations, this paper proposes a rapid ambiguity fixing method with empirical ionospheric constraints. The method directly treats the L1 and wide-lane (WL) ambiguities as unknown parameters to be estimated and performs synchronous filtering in the ambiguity domain. Furthermore, empirical ionospheric constraint factors are derived from real measurement data, thereby providing reasonable and effective variance constraints for the weighted estimation of ionospheric parameters. While accelerating ambiguity convergence, the proposed method also simplifies the solution procedure. Experimental results show that, compared with the classical ionosphere-free (IF) model, the proposed method significantly improves the accuracy of the ambiguity float solution and the baseline initialization speed. The RMS of the ambiguity float solution bias is reduced from 1.15 cycles to 0.45 cycles, representing an accuracy improvement of approximately 60.8%. The average baseline initialization time is shortened from 51.2 epochs to 21.7 epochs, corresponding to a speed enhancement of about 57.6%. In addition, the proposed method also markedly improves the ambiguity fixing speed for newly risen satellites at low elevation angles: the average time required for ambiguity fixing is reduced from 50.1 epochs to 14.8 epochs, and the average required elevation angle drops from 23.4° to 15.7°.
Accurate ambiguity resolution (AR) is critical for precise point positioning (PPP). Triple-frequency observations enable longer wavelength combinations, improving AR performance. This study evaluates four AR algorithms, Integer Least Squares (ILS), Partial Ambiguity Resolution (PAR), Best Integer Equivariants (BIEs), a...
Qiu-Yuan Yang, Guo-Qiang Jiao, Ke Su et al.· Italian National Conference...· 0 citations
As part of the Global Navigation Satellite System (GNSS), Galileo uses the NeQuick-G algorithm to provide ionospheric correction to single-frequency users. Within the framework of a research project, an improved Galileo single-frequency ionospheric correction approach has been proposed by incorporating regional ionosph...
H. Haralambous, Trisani Biswas, V. Petrou· Geomatics· 0 citations
Discrete phase jumps often occur when the Nonlinear Least Squares (NLS) algorithm is adopted to solve phase parameters of the SNR cosine model in GNSS-IR tide level retrieval. This paper analyzes the formation mechanism of phase jumps from the perspective of model parameter equivalence, and proposes a combined ambiguit...
Qian Liu, Chao Ren· Fourth International Confere...· 0 citations
Additional results are presented to assess the applicability of a methodology for refining the ionospheric delay of global navigation satellite systems (GNSS) signals in single-frequency measurements for a network of remote receivers using data obtained at a reference receiver located at the center of the network. The...
D. A. Karavatsky, S. N. Kolesnik, V. Sazhin· The Bulletin of Irkutsk Stat...· 0 citations
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