Estimating satellite and receiver differential code bias using a relative Global Positioning System network

<p>Precise total electron content (TEC) is required to produce accurate spatial and temporal resolution of global ionosphere maps (GIMs). Receivers and satellite differential code biases (DCBs) are one of the main error sources in estimating precise TEC from Global Positioning System (GPS) dat...

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Main Authors: A. A. Elghazouly, M. I. Doma, A. A. Sedeek
Format: Article
Language:English
Published: Copernicus Publications 2019-11-01
Series:Annales Geophysicae
Online Access:https://www.ann-geophys.net/37/1039/2019/angeo-37-1039-2019.pdf
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author A. A. Elghazouly
M. I. Doma
A. A. Sedeek
author_facet A. A. Elghazouly
M. I. Doma
A. A. Sedeek
author_sort A. A. Elghazouly
collection DOAJ
description <p>Precise total electron content (TEC) is required to produce accurate spatial and temporal resolution of global ionosphere maps (GIMs). Receivers and satellite differential code biases (DCBs) are one of the main error sources in estimating precise TEC from Global Positioning System (GPS) data. Recently, researchers have been interested in developing models and algorithms to compute DCBs of receivers and satellites close to those computed from the Ionosphere Associated Analysis Centers (IAACs). Here we introduce a MATLAB code called Multi Station DCB Estimation (MSDCBE) to calculate satellite and receiver DCBs from GPS data. MSDCBE based on a spherical harmonic function and a geometry-free combination of GPS carrier-phase, pseudo-range code observations, and weighted least squares was applied to solve observation equations and to improve estimation of DCB values. There are many factors affecting the estimated values of DCBs. The first one is the observation weighting function which depends on the satellite elevation angle. The second factor is concerned with estimating DCBs using a single GPS station using the Zero Difference DCB Estimation (ZDDCBE) code or using the GPS network used by the MSDCBE code. The third factor is the number of GPS receivers in the network. Results from MSDCBE were evaluated and compared with data from IAACs and other codes like M_DCB and ZDDCBE. The results of weighted (MSDCBE) least squares show an improvement for estimated DCBs, where mean differences from the Center for Orbit Determination in Europe (CODE) (University of Bern, Switzerland) are less than 0.746&thinsp;ns. DCBs estimated from the GPS network show better agreement with IAAC than DCBs estimated from precise point positioning (PPP), where the mean differences are less than 0.1477 and 1.1866&thinsp;ns, respectively. The mean differences of computed DCBs improved by increasing the number of GPS stations in the network.</p>
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spelling doaj.art-be737ef296964f859998345e1533f5a42022-12-22T01:12:52ZengCopernicus PublicationsAnnales Geophysicae0992-76891432-05762019-11-01371039104710.5194/angeo-37-1039-2019Estimating satellite and receiver differential code bias using a relative Global Positioning System networkA. A. Elghazouly0M. I. Doma1A. A. Sedeek2Faculty of Engineering, Menoufia University, Menoufia, EgyptFaculty of Engineering, Menoufia University, Menoufia, EgyptCivil Department, El Behira Higher Institute of Engineering and Technology, El Behira, Egypt<p>Precise total electron content (TEC) is required to produce accurate spatial and temporal resolution of global ionosphere maps (GIMs). Receivers and satellite differential code biases (DCBs) are one of the main error sources in estimating precise TEC from Global Positioning System (GPS) data. Recently, researchers have been interested in developing models and algorithms to compute DCBs of receivers and satellites close to those computed from the Ionosphere Associated Analysis Centers (IAACs). Here we introduce a MATLAB code called Multi Station DCB Estimation (MSDCBE) to calculate satellite and receiver DCBs from GPS data. MSDCBE based on a spherical harmonic function and a geometry-free combination of GPS carrier-phase, pseudo-range code observations, and weighted least squares was applied to solve observation equations and to improve estimation of DCB values. There are many factors affecting the estimated values of DCBs. The first one is the observation weighting function which depends on the satellite elevation angle. The second factor is concerned with estimating DCBs using a single GPS station using the Zero Difference DCB Estimation (ZDDCBE) code or using the GPS network used by the MSDCBE code. The third factor is the number of GPS receivers in the network. Results from MSDCBE were evaluated and compared with data from IAACs and other codes like M_DCB and ZDDCBE. The results of weighted (MSDCBE) least squares show an improvement for estimated DCBs, where mean differences from the Center for Orbit Determination in Europe (CODE) (University of Bern, Switzerland) are less than 0.746&thinsp;ns. DCBs estimated from the GPS network show better agreement with IAAC than DCBs estimated from precise point positioning (PPP), where the mean differences are less than 0.1477 and 1.1866&thinsp;ns, respectively. The mean differences of computed DCBs improved by increasing the number of GPS stations in the network.</p>https://www.ann-geophys.net/37/1039/2019/angeo-37-1039-2019.pdf
spellingShingle A. A. Elghazouly
M. I. Doma
A. A. Sedeek
Estimating satellite and receiver differential code bias using a relative Global Positioning System network
Annales Geophysicae
title Estimating satellite and receiver differential code bias using a relative Global Positioning System network
title_full Estimating satellite and receiver differential code bias using a relative Global Positioning System network
title_fullStr Estimating satellite and receiver differential code bias using a relative Global Positioning System network
title_full_unstemmed Estimating satellite and receiver differential code bias using a relative Global Positioning System network
title_short Estimating satellite and receiver differential code bias using a relative Global Positioning System network
title_sort estimating satellite and receiver differential code bias using a relative global positioning system network
url https://www.ann-geophys.net/37/1039/2019/angeo-37-1039-2019.pdf
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