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2014
DOI: 10.5194/amt-7-1475-2014
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Limited constraint, robust Kalman filtering for GNSS troposphere tomography

Abstract: Abstract. The mesoscale variability of water vapour (WV) in the troposphere is a highly complex phenomenon and modelling and monitoring the WV distribution is a very important but challenging task. Any observation technique that can reliably provide WV distribution is essential for both monitoring and predicting weather. The global navigation satellite system (GNSS) tomography technique is a powerful tool that builds upon the critical ground-based GNSS infrastructure (e.g. Continuous Operating Reference Statio… Show more

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Cited by 62 publications
(66 citation statements)
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“…In this case, the covariance of fitted parameters is estimated with equation (5) and the error of each individual ZTD sample is the only one that influences the results. Then, a combination of power-law (PL) and white (WH) noise process is implemented for which a covariance matrix of observations C is computed as: (10) where a and b are the amplitudes of the WH and PL noise processes, while I and J k are the covariance matrices of white and 30 colored noise, respectively (Williams et al, 2003). We completed our analysis with autoregressive fractionally integrated moving average noise model (ARFIMA) of varying orders: p, d and q of AR, FI and MA, respectively.…”
Section: Noise Analysis Of Ztdmentioning
confidence: 99%
“…In this case, the covariance of fitted parameters is estimated with equation (5) and the error of each individual ZTD sample is the only one that influences the results. Then, a combination of power-law (PL) and white (WH) noise process is implemented for which a covariance matrix of observations C is computed as: (10) where a and b are the amplitudes of the WH and PL noise processes, while I and J k are the covariance matrices of white and 30 colored noise, respectively (Williams et al, 2003). We completed our analysis with autoregressive fractionally integrated moving average noise model (ARFIMA) of varying orders: p, d and q of AR, FI and MA, respectively.…”
Section: Noise Analysis Of Ztdmentioning
confidence: 99%
“…The problem becomes worse when the GNSS network is flat [21]. To solve this problem, additional constraints or a priori information are usually used [9,16,17,21,28]. Three kinds of constraints are usually added:…”
Section: General Methods and Existing Problemsmentioning
confidence: 99%
“…The GNSS meteorological data include only surface temperature, humidity and pressure. We first used the Wexler formulations [34,35] to calculate vapor pressure from radiosonde and GNSS meteorological data and then calculated the WR according to Equation (16). We used the derived wet refractivity to establish a priori information equations according to Equation (8).…”
Section: Comparisons Between Adaptive Smoothing and Constant Smoothingmentioning
confidence: 99%
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“…However, some limitations in the tomographic technique still have not been resolved (Bender et al, 2009;Bender and Raabe, 2007;Rohm et al, 2014). In the tomographic approach, the probed space is usually discretized into a number of 3-D closed voxels.…”
Section: Introductionmentioning
confidence: 99%