Journal
ASTROPHYSICS AND SPACE SCIENCE
Volume 333, Issue 1, Pages 269-276Publisher
SPRINGER
DOI: 10.1007/s10509-011-0629-6
Keywords
Electron-acoustic waves; Euler-Lagrange equation; Riemann-Liouvulle fractional derivative; Fractional KdV equation; He's variational-iteration method
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The time fractional KdV equation is derived for small but finite amplitude electron-acoustic solitary waves in plasma of cold electron fluid with two different temperature isothermal ions. The effects of the time fractional parameter on the electrostatic solitary structures are presented. It is shown that the effect of time fractional parameter can be used to modify the amplitude of the electrostatic waves (viz. the amplitude, width and electric field) of the electron-acoustic solitary waves. The model may provide a possible explanation for the low-frequency component of the broadband electrostatic noise in the plasma sheet boundary layer of the Earth's magnetotail where the electron beams are not present.
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