2005
DOI: 10.1007/s00190-005-0474-x
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Filtering GPS time-series using a Vondrak filter and cross-validation

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Cited by 93 publications
(52 citation statements)
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“…At the point of measurement, the use of choke ring antennas or special architecture receivers with built-in multipath mitigation techniques eliminates much of the code multipath, leaving carrier phase multipath still dominant, which is a more embedded and harder-to-mitigate source of error (Filippov et al 1999;Van Dierendonck and Braaasch 1997). Other recent techniques reduce the multipath error at the post-processing stage, minimizing carrier phase or code multipath using either wavelet analysis (Satirapod and Rizos 2005), a Vondrak filter with cross-validation (Zheng et al 2005), or weighting the data using the observed signal to noise ratio (Lau and Mok 1999). Satirapod and Rizos (2005) applied wavelet decomposition to GPS double difference residuals in order to extract GPS carrier phase multipath.…”
Section: Introductionmentioning
confidence: 99%
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“…At the point of measurement, the use of choke ring antennas or special architecture receivers with built-in multipath mitigation techniques eliminates much of the code multipath, leaving carrier phase multipath still dominant, which is a more embedded and harder-to-mitigate source of error (Filippov et al 1999;Van Dierendonck and Braaasch 1997). Other recent techniques reduce the multipath error at the post-processing stage, minimizing carrier phase or code multipath using either wavelet analysis (Satirapod and Rizos 2005), a Vondrak filter with cross-validation (Zheng et al 2005), or weighting the data using the observed signal to noise ratio (Lau and Mok 1999). Satirapod and Rizos (2005) applied wavelet decomposition to GPS double difference residuals in order to extract GPS carrier phase multipath.…”
Section: Introductionmentioning
confidence: 99%
“…By using filters of different cut-off frequencies and comparison with zero baseline double difference residuals, the optimal level of wavelet filtering is deduced. In contrast, Zheng et al (2005) separated carrier phase signals from noise whenever the noise level is lower than the magnitude of the signal, using a Vondrak filter based on different smoothing factors, with cross validation to determine the optimal smoothing factor. This combination gives a balance between data fitting and smoothing.…”
Section: Introductionmentioning
confidence: 99%
“…where ∆η(t i ) is the sea level anomaly, ∆η(t i ) is the smoothed sea level anomaly at t i using the Vondrak filter and cross-validation [37].…”
Section: A Priori Constraintmentioning
confidence: 99%
“…Vondrak filter method is an effective smoothing method that aims to compromise between two extreme circumstance, namely absolute smoothing (S) and absolute fitting (F), and it does not require any predefined fitting function, the objective function of Vondrak filter can be expressed as follows [20,34] =1/   ,should be carefully selected, it is obviously stronger smoothing effect can be obtained with smaller  ,the frequency response method was applied to determine the optimal smoothing factor in this paper. In fact, Vondrak filter is applicable to extract both short-term and long-term components from original measurements when using an optimal smoothing factor.…”
Section: 1vondrak Filtermentioning
confidence: 99%
“…Many multipath mitigation strategies have been proposed in recent years, including the hardware-based methods [16,17] and software-based methods [18,19]. It has been found that the sidereal filtering is an easy method that can be used to remove the multipath effects [20,21]. However, in real deformation monitoring applications, dynamic multipath effects change with time due to the changing of the geometry of satellites and reflective surfaces [22].…”
Section: Introductionmentioning
confidence: 99%