2006
DOI: 10.1029/169gm20
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Magneto-seismology using spacecraft observations

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Cited by 21 publications
(28 citation statements)
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“…Additional information about ion composition can be determined from the frequencies of toroidal (azimuthally oscillating) Alfvén waves observed in space (Denton 2006) or on the ground (Waters et al 2006). From the frequencies of observed Alfvén waves, the total mass density ρ M can be determined from a solution of the wave equation (Denton 2006).…”
Section: Average Ion Mass From Alfvén Wavesmentioning
confidence: 99%
See 1 more Smart Citation
“…Additional information about ion composition can be determined from the frequencies of toroidal (azimuthally oscillating) Alfvén waves observed in space (Denton 2006) or on the ground (Waters et al 2006). From the frequencies of observed Alfvén waves, the total mass density ρ M can be determined from a solution of the wave equation (Denton 2006).…”
Section: Average Ion Mass From Alfvén Wavesmentioning
confidence: 99%
“…From the frequencies of observed Alfvén waves, the total mass density ρ M can be determined from a solution of the wave equation (Denton 2006). If the electron density n e is independently available, like from plasma wave measurements (LeDocq et al 1994), the average ion mass M can be determined.…”
Section: Average Ion Mass From Alfvén Wavesmentioning
confidence: 99%
“…For instance, the fundamental mode, with an antinode in the electric field perturbation (radial) and velocity perturbation (azimuthal) at the equator, is slowed down by a concentration of mass density at the magnetic equator, while the second harmonic, with a node for these quantities at the magnetic equator, is not. Thus the ratios of the harmonic frequencies can be used to infer the field line distribution of mass density, determining for instance, the p value for the power law density (5) (Denton 2006). Calculations based on observations by the CRRES and GOES spacecraft indicated that a power law field line variation with p = 2 does a good job of modeling the average field line dependence of mass density (at high altitudes above at least 1 R E ) for L = 4 − 5, p = 1 is best for L = 5 − 6, and at larger L shells there may be an equatorial peak in mass density (nonmonotonic variation between the magnetic equator and the ionosphere) that is largest in the afternoon local time sector at geomagnetically active times (Takahashi et al 2004;Denton et al 2002b;Denton 2006).…”
Section: Field Line Dependence Of Mass Density Based On Spacecraft Obmentioning
confidence: 99%
“…Thus the ratios of the harmonic frequencies can be used to infer the field line distribution of mass density, determining for instance, the p value for the power law density (5) (Denton 2006). Calculations based on observations by the CRRES and GOES spacecraft indicated that a power law field line variation with p = 2 does a good job of modeling the average field line dependence of mass density (at high altitudes above at least 1 R E ) for L = 4 − 5, p = 1 is best for L = 5 − 6, and at larger L shells there may be an equatorial peak in mass density (nonmonotonic variation between the magnetic equator and the ionosphere) that is largest in the afternoon local time sector at geomagnetically active times (Takahashi et al 2004;Denton et al 2002b;Denton 2006). There is evidence from ground-based observations that a larger value of p might be applicable to lower L shells where ionospheric mass loading has a larger effect Price et al 1999;Denton 2006).…”
Section: Field Line Dependence Of Mass Density Based On Spacecraft Obmentioning
confidence: 99%
“…Here we used to convert R to MLAT, and we used α = 1.5, a value intermediate between 1, characteristic of the plasmasphere, and 2–3, characteristic of the plasmatrough for n e [ Denton et al , , ]. Note that the field line dependence for n e is statistically different than that of ρ m [ Denton , ] and n MPA,i is closer to n e than to ρ m ; that is why we do not use here. These two adjustments were relatively minor, because the LANL spacecraft were at geostationary orbit close to L dip =6.8 and were near equatorial with MLAT close to 8°.…”
Section: Lanl Mpa Ion Densitymentioning
confidence: 99%