1989
DOI: 10.1016/0021-9169(89)90106-2
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Spherical cap harmonic modelling of high latitude magnetic activity and equivalent sources with sparse observations

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Cited by 29 publications
(15 citation statements)
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“…By visual inspection of magnetograms from the year 1976 a number of quiet or slightly unsettled days were chosen. Data for the same day from the neighbouring observatories were used to correct the component values at the "repeat station" using each of the following six methods: 5) In this method, the external and induced disturbance field for each component is modelled over Canada for each hour of the day using spherical cap harmonic analysis (HAINES, 1988;WALKER, 1989). The harmonic expansion index for the model was 11 and the F level of significance for the coefficients was 3.0.…”
Section: Correcting High Latitude Repeat Station Data For Magnetic Acmentioning
confidence: 99%
See 1 more Smart Citation
“…By visual inspection of magnetograms from the year 1976 a number of quiet or slightly unsettled days were chosen. Data for the same day from the neighbouring observatories were used to correct the component values at the "repeat station" using each of the following six methods: 5) In this method, the external and induced disturbance field for each component is modelled over Canada for each hour of the day using spherical cap harmonic analysis (HAINES, 1988;WALKER, 1989). The harmonic expansion index for the model was 11 and the F level of significance for the coefficients was 3.0.…”
Section: Correcting High Latitude Repeat Station Data For Magnetic Acmentioning
confidence: 99%
“…We then look at high latitude magnetic activity with a view to optimizing the time at which repeat station surveys are conducted. Finally, we examine simple correction techniques and the promising technique of spherical cap harmonic modelling (WALKER, 1989) which might be used to reduce observations to the undisturbed magnetic field level.…”
Section: Introductionmentioning
confidence: 99%
“…The former modeling techniques are based on the least squares estimation of a functional model for certain types of observables derived from the GPS carrier phase and code measurements. Polynomials and spherical harmonics are some of the base functions that are commonly in use (Walker 1989;Komjathy 1997;Schaer 1999;Coster et al 2003). In grid based modeling, the spherical shell of free electrons is developed into a grid of rectangular elements, then special reconstruction algorithms are used for estimating the electron density within the every element of the shell (El-Arini et al 1993Gao et al 1994;Skone 1998;Liao 2000;Liao and Gao 2001).…”
Section: Introductionmentioning
confidence: 99%
“…To date, all proposed ionospheric models could be classified into two different categories: grid-based and function-based. The early modeling methods are mostly based on the function fitting techniques such as the broadcast ionosphere model from the GPS satellites (Klobuchar, 1987), the polynomial functions (Coster et al, 1992;Komjathy, 1997) and the spherical harmonics (Schaer, 1999;Walker, 1989). On the other hand, the grid-based method, first proposed by the MITRE Corporation and the Air Force Phillips Laboratory (El-Arini et al, 1994 and1995), has demonstrated its capability for higher modeling accuracy when compared to the function-based algorithms.…”
Section: Introductionmentioning
confidence: 99%