Propagation and Dispersion of Lightning-Generated Whistlers Measured From the Van Allen Probes

被引:9
作者
Ripoll, J-F [1 ,2 ]
Farges, T. [1 ]
Malaspina, D. M. [3 ,4 ]
Cunningham, G. S. [5 ]
Hospodarsky, G. B. [6 ]
Kletzing, C. A. [6 ]
Wygant, J. R. [7 ]
机构
[1] CEA, DIF, DAM, Bruyares Le Chatel, France
[2] UPS, CEA, LMCE, Bruyeres Le Chatel, France
[3] Univ Colorado, Dept Astrophys & Planetary Sci, Boulder, CO 80309 USA
[4] Univ Colorado, Lab Atmospher & Space Phys, Boulder, CO 80309 USA
[5] Los Alamos Natl Lab, Space Sci & Applicat Grp, Los Alamos, NM USA
[6] Univ Iowa, Dept Phys & Astron, Iowa City, IA 52242 USA
[7] Univ Minnesota, Sch Phys & Astron, Minneapolis, MN 55455 USA
关键词
lightning-generated whistlers; wave propagation; wave-normal angle; refractive index; attenuation laws; WWLLN database; radiation belts; Van Allen Probes; ELECTRON-RADIATION BELTS; MAGNETOSPHERE; INTENSITIES; IONOSPHERE; ENERGY; WAVES; EARTH; POWER;
D O I
10.3389/fphy.2021.722355
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
We study the propagation and attenuation of lightning-generated whistler (LGW) waves in near-Earth space (L <= 3) through the statistical study of three specific quantities extracted from data recorded by NASA's Van Allen Probes mission, from 2012 to 2019: the LGW electric and magnetic power attenuation with respect to distance from a given lightning stroke, the LGW wave normal angle in space, and the frequency-integrated LGW refractive index. We find that LGW electric field wave power decays with distance mostly quadratically in space, with a power varying between -1 and -2, while the magnetic field wave power decays mostly linearly in space, with a power varying between 0 and -1. At night only, the electric wave power decays as a quadratic law and the magnetic power as a linear law, which is consistent with electric and magnetic ground measurements. Complexity of the dependence of the various quantities is maximal at the lowest L-shells (L < 1.5) and around noon, for which LGW are the rarest in Van Allen Probes measurements. In-space near-equatorial LGW wave normal angle statistics are shown for the first time with respect to magnetic local time (MLT), L-shell (L), geographic longitude, and season. A distribution of predominantly electrostatic waves is peaked at large wave normal angle. Conversely, the distribution of electromagnetic waves with large magnetic component and small electric component is peaked at small wave normal angle. Outside these limits, we show that, as the LGW electric power increases, the LGW wave normal angle increases. But, as the LGW magnetic power increases, the LGW wave normal angle distribution becomes peaked at small wave normal angle with a secondary peak at large wave normal angle. The LGW mean wave-normal angle computed over the whole data set is 41.6 degrees with a similar to 24 degrees standard deviation. There is a strong MLT-dependence, with the wave normal angle smaller for daytime (34.4 degrees on average at day and 46.7 degrees at night). There is an absence of strong seasonal and continental dependences of the wave-normal angle. The statistics of the LGW refractive index show a mean LGW refractive index is 32 with a standard deviation of similar to 26. There is a strong MLT-dependence, with larger refractive index for daytime 36) than for nighttime (28). Smaller refractive index is found during Northern hemisphere summer for L-shells above 1.8, which is inconsistent with Chapman ionization theory and consistent with the so-called winter/seasonal anomaly. Local minima of the mean refractive index are observed over the three continents. Cross-correlation of these wave parameters in fixed (MLT, L) bins shows that the wave normal angle and refractive index are anti-correlated; large (small) wave normal angles correspond with small (large) refractive indexes. High power attenuation during LGW propagation from the lightning source to the spacecraft is correlated with large refractive index and anti-correlated with small wave normal angle. Correlation and anti-correlation show a smooth and continuous path from one regime (i.e. large wave normal angle, small refractive index, low attenuation) to its opposite (i.e. small wave normal angle, large refractive index, large attenuation), supporting consistency of the results.
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页数:18
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