2006
DOI: 10.1061/(asce)0733-9429(2006)132:3(225)
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Case Study of Precision of GPS Differential Correction Strategies: Influence on aDcp Velocity and Discharge Estimates

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Cited by 41 publications
(17 citation statements)
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“…This can be explained by the fact that near the surface Method A is more sensitive to errors caused by positioning, while near the bed, hence with distance from the sounder, as the beam spread increases, the improvement obtained using Method A is more pronounced (Figure 11a). These values can reach ±0.03 m s -1 and confirms the earlier finding of Rennie and Rainville (2006) which showed that GPS corrections can have average errors of about ±0.03 m s -1 (Figures 12a and 12c). As Figure 12 shows, the magnitude of errors related to dGPS accuracy are higher than those related to tilt sensor accuracy, for both confluences.…”
Section: Number Of Repeat Transectssupporting
confidence: 90%
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“…This can be explained by the fact that near the surface Method A is more sensitive to errors caused by positioning, while near the bed, hence with distance from the sounder, as the beam spread increases, the improvement obtained using Method A is more pronounced (Figure 11a). These values can reach ±0.03 m s -1 and confirms the earlier finding of Rennie and Rainville (2006) which showed that GPS corrections can have average errors of about ±0.03 m s -1 (Figures 12a and 12c). As Figure 12 shows, the magnitude of errors related to dGPS accuracy are higher than those related to tilt sensor accuracy, for both confluences.…”
Section: Number Of Repeat Transectssupporting
confidence: 90%
“…Czuba et al, 2011) and gravity currents (e.g. Such processing must take into account positioning (Rennie and Rainville, 2006) and orientation (Zhao et al, 2014) errors, and the treatment of repeat section measurements (e.g. Research has also shown the need to make repeat section measurements (e.g.…”
Section: Introductionmentioning
confidence: 99%
“…The compass error for the calibrated RiverSurveyor compass was assumed to be 2° [ Marsden , ], and the resulting error in bottom‐track velocity was calculated for every ensemble using equation (A7) of Rennie and Church []. The error in RTK‐GPS‐derived velocity was assumed to be 0.031 m s −1 [ Rennie and Rainville , ]. Finally, the total uncertainty due to both bed load temporal variability and measurement errors was calculated using the root sum of squares [ Rennie and Church , , equation (A6)].…”
Section: Methodsmentioning
confidence: 99%
“…The error in RTK-GPS-derived velocity was assumed to be 0.031 m s À1 [Rennie and Rainville, 2006]. Finally, the total uncertainty due to both bed load temporal variability and measurement errors was calculated using the root sum of squares [Rennie and Church, 2010, equation (A6)].…”
Section: Adcp Surveymentioning
confidence: 99%
“…Non-periodic and low frequency vertical motions, such as due to tides, squat, long-period heave, and other dynamic draft effects, can only be effectively measured by post-processing kinematic (PPK) or RTK GPS (Bisnath et al 2004b;Beaulieu et al 2009). Providing real-time measurements in the field, RTK GPS have been used to resolve water velocities measured with an ADCP into earth coordinates when bottom tracking is not possible (Rennie and Rainville 2006), to measure water levels from buoys (Rocken et al 1990;Kelecy et al 1994;Bisnath et al 2003), water surface profiles from river shores (Kessler and Lorenz 2010) or from a moving boat (Hess 2003;Zhao et al 2004;Bauer et al 2007;Sime et al 2007), wave heights (Bender et al 2010), in support to hydrographic surveys (Bisnath et al 2004a;Moegling et al 2009), and to verify and calibrate hydrodynamic models (Church et al 2008;Capra et al 2010).…”
mentioning
confidence: 99%