1987
DOI: 10.1029/rg025i001p00001
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Centered and eccentric geomagnetic dipoles and their poles, 1600–1985

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Cited by 160 publications
(106 citation statements)
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“…The cutoff concept works like a Heaviside step-function so that all cosmic rays whose rigidity is below the cutoff are not allowed to enter the atmosphere while all particles with higher rigidity can penetrate. This approximation provides a good compromise between simplicity and reality (Nevalainen et al 2013), especially when using the eccentric dipole description of the geomagnetic field (Fraser-Smith 1987). The eccentric dipole has the same dipole moment and orientation as the centered dipole, but the dipole's center and consequently the poles, defined as crossings of the axis with the surface, are shifted with respect to geographical ones.…”
Section: Geomagnetic Shieldingmentioning
confidence: 99%
“…The cutoff concept works like a Heaviside step-function so that all cosmic rays whose rigidity is below the cutoff are not allowed to enter the atmosphere while all particles with higher rigidity can penetrate. This approximation provides a good compromise between simplicity and reality (Nevalainen et al 2013), especially when using the eccentric dipole description of the geomagnetic field (Fraser-Smith 1987). The eccentric dipole has the same dipole moment and orientation as the centered dipole, but the dipole's center and consequently the poles, defined as crossings of the axis with the surface, are shifted with respect to geographical ones.…”
Section: Geomagnetic Shieldingmentioning
confidence: 99%
“…In the standard definition given by Schmidt [1934], the eccentric dipole has the same moment and orientation as the centered dipole. The coordinates of the ED location can be easily computed from the IGRF's dipole and quadrupole expansion coefficients [e.g., Chapman and Bartels, 1940;Fraser-Smith, 1987]. For the March 2012 epoch, the geographic coordinates of the ED location are r ED = 568 km = 0.08915 R E , λ ED = 22.61°N, φ ED = 139.60°E, while the geomagnetic coordinates are Λ ED = 14.17°N, Φ ED = 210.30°E.…”
Section: Eccentric Dipolementioning
confidence: 99%
“…When a separate special analysis is performed to represent the Earth's field so that the dipole coefficients of the multipole representation are maximized and other coefficients brought to a minimum by allowing both the location of the dipole axis center and tilt of the dipole to vary it is found that the Earth's magnetic field is best represented by a tilted dipole whose center is considerably offset from the Earth's center [Cole, 1963;Fraser-Smith, 1987] .This tilted eccentric magnetic dipole has a field line that is not a pole marker, yet it exits perpendicular to the Earth's surface (Figure 1). …”
Section: Forummentioning
confidence: 99%