2016
DOI: 10.1002/2016ja022751
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Equatorial E region electric fields at the dip equator: 1. Variabilities in eastern Brazil and Peru

Abstract: The equatorial electrojet (EEJ) is an intense eastward ionospheric electric current centered at about 105 km of altitude along the dip equator, set up by the global neutral wind dynamo that generates the eastward zonal (Ey) and the daytime vertical (Ez) electric fields. The temporal variation of the EEJ is believed to be well understood. However, the longitudinal variability of the Ey and Ez between 100 and 110 km is still quite scarce. Due to their importance overall phenomenology of the equatorial ionosphere… Show more

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Cited by 8 publications
(17 citation statements)
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“…The ion motion, V i (essentially due to neutral wind), can be neglected while deriving V e from the observed Doppler velocity above 100 km (Devasia et al, ). Therefore, we neglected in this work the last term in equation in order to derive the E z component at 105.1 km by equation (Cohen, ; Denardini et al, ; Moro et al, ): Ve=trueE×trueBB²Ez=VDII()1+Ψ0B²sin()ΘH, where Θ is the zenith angle of the radar beam, B is the Earth's magnetic field flux density, and H is its horizontal component. Finally, the E y component is obtained by equation : Ey=θ+θσPbold-italicr.dbold-italicθθ+θσHbold-italicr.dbold-italicθEz, where r is the position of the magnetic field line element considering dipole geometry, θ is the magnetic latitude, dθ is the differential magnetic latitude element vector, and the integrals are the well‐known field line‐integrated Pedersen and Hall conductivities, usually represented by Σ P and Σ H , respectively.…”
Section: Data Presentation and Modelingmentioning
confidence: 99%
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“…The ion motion, V i (essentially due to neutral wind), can be neglected while deriving V e from the observed Doppler velocity above 100 km (Devasia et al, ). Therefore, we neglected in this work the last term in equation in order to derive the E z component at 105.1 km by equation (Cohen, ; Denardini et al, ; Moro et al, ): Ve=trueE×trueBB²Ez=VDII()1+Ψ0B²sin()ΘH, where Θ is the zenith angle of the radar beam, B is the Earth's magnetic field flux density, and H is its horizontal component. Finally, the E y component is obtained by equation : Ey=θ+θσPbold-italicr.dbold-italicθθ+θσHbold-italicr.dbold-italicθEz, where r is the position of the magnetic field line element considering dipole geometry, θ is the magnetic latitude, dθ is the differential magnetic latitude element vector, and the integrals are the well‐known field line‐integrated Pedersen and Hall conductivities, usually represented by Σ P and Σ H , respectively.…”
Section: Data Presentation and Modelingmentioning
confidence: 99%
“…The equatorial electrojet (EEJ) consists of a small Pedersen current driven by the zonal ( E y ) electric field generated by tidal neutral winds and a large Hall current driven by the vertical ( E z ) polarization electric field. The E z component, in turn, is produced by an impeded Hall current driven by the primary E y (Denardini et al, ; Forbes, ; Moro et al, , and references therein). The E y component, eastward during the daytime, controls the vertical plasma transport in the low‐latitude ionosphere and forms a critical input to models that predict ionospheric disturbances in real time (Maruyama et al, ; Scherliess et al, ).…”
Section: Introductionmentioning
confidence: 99%
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“…Therefore, there exists a gap in proper understanding the ionospheric variability in South America, especially in the Brazilian sector where there are some unique geophysical characteristics. One of them is the high magnetic declination angle that reaches approximately −20° in the equatorial region due to the dip equator secular displacement effect causing considerable changes in the Equatorial Electrojet and consequently in sporadic E (Es) layers (Denardini et al, ; Moro et al, , ; Moro et al, ; Resende et al, ). There is also a more pronounced energetic particle precipitation in the SAMA region (Moro et al, , ) when compared with other regions having the same latitudinal range, due to the global minimum in the intensity of the geomagnetic field.…”
Section: Introductionmentioning
confidence: 99%