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Evaluation of 2-dimensional ionosphere models for national and regional GPS networks in Canada

Posted on:2005-08-04Degree:M.ScType:Thesis
University:University of Calgary (Canada)Candidate:Moon, YongjinFull Text:PDF
GTID:2458390011950407Subject:Engineering
Abstract/Summary:
The purpose of this research is to determine a 2-dimensional ionosphere model, applicable in real-time, that provides optimal accuracy of vertical delays at ionospheric grid points (IGPs). This model is based on GPS delays measured at ionospheric pierce points (IPPs), as observed from dual-frequency GPS tracking stations. Two algorithms are selected for possible implementation: spherical harmonic model and thin plate spline interpolation. These methods are based on two-dimensional estimation on an ionospheric shell at 350 km altitude. The input observations are computed as slant delays using dual frequency GPS observations.; In the spherical harmonics model, the coefficients and receiver differential code biases are estimated every 5 minutes in a real-time mode using a Kalman filter. Thin-plate spline is a 2-dimensional generalization of the cubic spline in 1 dimension. The basic idea of this method is to build a function that passes through the grid points and minimizes the roughness of the surface.; The performance of the two algorithms is evaluated in terms of accuracy of the residuals between observed vertical TECs (VTECs) and estimated VTECs at IGPs in two GPS networks: Canadian Active Control System (CACS) and Western Canada Deformation Array (WCDA). The evaluation results show that the thin plate spline outperforms the spherical harmonics model in both networks. The spatial and temporal variation of the geomagnetic storm is also investigated by plotting vertical TEC maps over Canada. In considering the VTEC maps generated for the storm period, it is observed that regions with large enhancements of vertical TEC coincide well with the locations of stations with larger rms values.
Keywords/Search Tags:GPS, Model, 2-dimensional, Networks, Vertical
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