Mathematical Model of the Geomagnetic Field
First comes a description of a mathematical model of the geomagnetic field. Then some discussion of the classical non-uniqueness results of Backus. Further we look at more recent results concerning reconstruction of the geomagnetic field from intensity and the normal component of the field. New stability estimate for this reconstruction is obtained.
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Modeling regionally the geomagnetic field
The geomagnetic field above the Earth's surface in current free region may be expressed as the gradient of a scalar potential solving Laplace equation. For regions with a fairly dense coverage of data at different altitudes, a regional model ought to offer a better spatial resolution of the regional field over the volume under study than a global field
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High-Precision Aeromagnetic Compensation Method Under the Influence of the Geomagnetic Field. [PDF]
Li Y, Wang G, Han Q, Li Q.
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Reduction of the space dimension of parameters characterizing geomagnetic storms during the Solar Cycle 24. [PDF]
Siluszyk A +5 more
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A Survey of Current Operations-Ready Thermospheric Density Models for Drag Modeling in LEO Operations. [PDF]
Mutschler S +10 more
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Verification of quantum biological predictions for weak magnetic field effects on superoxide in planarians. [PDF]
Rishabh R +4 more
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Fractal modeling of Baba Ali iron ore deposit geophysical data in western Iran for magnetic anomaly separation in GIS environment. [PDF]
Seyedrahimi-Niaraq M, Shahsavani H.
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A Weak-Magnetic-Field Measurement System with Large-Scale Uniformity and a Low Limit of Detection. [PDF]
Meng Q +7 more
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Estimation of Faraday rotation and polarization loss based on 3D electron density for space surveillance radar. [PDF]
Lee DH, Yang J, Park YB.
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Forecasting secular variation using physics-informed neural networks for IGRF-14. [PDF]
Shakespeare-Rees N +6 more
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