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• W2584358452 abstract "Abstract Cyclotron resonant scattering by electromagnetic ion cyclotron (EMIC) waves has been considered to be responsible for the rapid loss of radiation belt high‐energy electrons. For parallel‐propagating EMIC waves, the nonlinear character of cyclotron resonance has been revealed in recent studies. Here we present the first study on the nonlinear fundamental and harmonic cyclotron resonant scattering of radiation belt ultrarelativistic electrons by oblique EMIC waves on the basis of test particle simulations. Higher wave obliquity produces stronger nonlinearity of harmonic resonances but weaker nonlinearity of fundamental resonance. Compared to the quasi‐linear prediction, these nonlinear resonances yield a more rapid loss of electrons over a wider pitch angle range. In the quasi‐linear regime, the ultrarelativistic electrons are lost in the equatorial pitch angle range α eq <75°, nearly independent of wave normal angle ψ . In contrast, the upper pitch angle cutoff of nonlinear losses tends to increase with the wave normal angle increasing, which is about α eq =82° at ψ = 0° and α eq >87.5° at ψ = 20° and 40°. At the resonant pitch angles α eq <75°, the difference between quasi‐linear and nonlinear loss timescales tends to decrease with the wave normal angle increasing. At ψ = 0° and 20°, the nonlinear electron loss timescale is 10% shorter than the quasi‐linear prediction; at ψ = 40°, the difference in loss timescales is reduced to <5%." @default.
• W2584358452 created "2017-02-10" @default.
• W2584358452 creator A5000532793 @default.
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• W2584358452 date "2017-02-01" @default.
• W2584358452 modified "2023-10-16" @default.
• W2584358452 title "Nonlinear fundamental and harmonic cyclotron resonant scattering of radiation belt ultrarelativistic electrons by oblique monochromatic EMIC waves" @default.
• W2584358452 cites W1511420502 @default.
• W2584358452 cites W1525259332 @default.
• W2584358452 cites W1551743155 @default.
• W2584358452 cites W1567962968 @default.
• W2584358452 cites W1626272402 @default.
• W2584358452 cites W1638641412 @default.
• W2584358452 cites W1658392122 @default.
• W2584358452 cites W1666214454 @default.
• W2584358452 cites W1781081742 @default.
• W2584358452 cites W1870034882 @default.
• W2584358452 cites W1966942598 @default.
• W2584358452 cites W1970017282 @default.
• W2584358452 cites W1972761284 @default.
• W2584358452 cites W1973220510 @default.
• W2584358452 cites W1973822313 @default.
• W2584358452 cites W1974332423 @default.
• W2584358452 cites W1974776993 @default.
• W2584358452 cites W1976361880 @default.
• W2584358452 cites W1978673845 @default.
• W2584358452 cites W1981179584 @default.
• W2584358452 cites W1982916298 @default.
• W2584358452 cites W1983267408 @default.
• W2584358452 cites W1983668883 @default.
• W2584358452 cites W1985607484 @default.
• W2584358452 cites W1985665443 @default.
• W2584358452 cites W1987842443 @default.
• W2584358452 cites W1996240033 @default.
• W2584358452 cites W2002423038 @default.
• W2584358452 cites W2004970428 @default.
• W2584358452 cites W2008310189 @default.
• W2584358452 cites W2008561988 @default.
• W2584358452 cites W2008702929 @default.
• W2584358452 cites W2009000596 @default.
• W2584358452 cites W2009054785 @default.
• W2584358452 cites W2018935629 @default.
• W2584358452 cites W2019545162 @default.
• W2584358452 cites W2020927544 @default.
• W2584358452 cites W2023071213 @default.
• W2584358452 cites W2023362792 @default.
• W2584358452 cites W2034960617 @default.
• W2584358452 cites W2042887047 @default.
• W2584358452 cites W2043713583 @default.
• W2584358452 cites W2044120168 @default.
• W2584358452 cites W2047388383 @default.
• W2584358452 cites W2049486842 @default.
• W2584358452 cites W2052496625 @default.
• W2584358452 cites W2055151744 @default.
• W2584358452 cites W2055393609 @default.
• W2584358452 cites W2058747943 @default.
• W2584358452 cites W2058817053 @default.
• W2584358452 cites W2060429666 @default.
• W2584358452 cites W2060730046 @default.
• W2584358452 cites W2061942457 @default.
• W2584358452 cites W2063094934 @default.
• W2584358452 cites W2068550191 @default.
• W2584358452 cites W2069344965 @default.
• W2584358452 cites W2072377389 @default.
• W2584358452 cites W2075261876 @default.
• W2584358452 cites W2076903199 @default.
• W2584358452 cites W2085674849 @default.
• W2584358452 cites W2087353542 @default.
• W2584358452 cites W2089086569 @default.
• W2584358452 cites W2091794393 @default.
• W2584358452 cites W2101341709 @default.
• W2584358452 cites W2103247815 @default.
• W2584358452 cites W2104775789 @default.
• W2584358452 cites W2108718975 @default.
• W2584358452 cites W2113754387 @default.
• W2584358452 cites W2114757349 @default.
• W2584358452 cites W2118203139 @default.
• W2584358452 cites W2121563982 @default.
• W2584358452 cites W2136001518 @default.
• W2584358452 cites W2144722250 @default.
• W2584358452 cites W2157481311 @default.
• W2584358452 cites W2166509198 @default.
• W2584358452 cites W2175029623 @default.
• W2584358452 cites W2218037670 @default.
• W2584358452 cites W2252954486 @default.
• W2584358452 cites W2335847877 @default.
• W2584358452 cites W2337667878 @default.
• W2584358452 cites W2343630708 @default.
• W2584358452 cites W2468892844 @default.
• W2584358452 cites W2488036488 @default.
• W2584358452 cites W2525020695 @default.
• W2584358452 cites W3013829771 @default.
• W2584358452 doi "https://doi.org/10.1002/2016ja023451" @default.
• W2584358452 hasPublicationYear "2017" @default.

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