2013
DOI: 10.1063/1.4839175
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Effects of a random spatial variation of the plasma density on the mode conversion in cold, unmagnetized, and stratified plasmas

Abstract: We study the effects of a random spatial variation of the plasma density on the mode conversion of electromagnetic waves into electrostatic oscillations in cold, unmagnetized, and stratified plasmas. Using the invariant imbedding method, we calculate precisely the electromagnetic field distribution and the mode conversion coefficient, which is defined to be the fraction of the incident wave power converted into electrostatic oscillations, for the configuration where a numerically generated random density varia… Show more

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Cited by 13 publications
(2 citation statements)
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“…Alternative approaches were based on linear conversion mechanisms (Field 1956) of Langmuir or z-mode waves to electromagnetic radiation in plasmas with density gradients. Various aspects of such processes were considered by several authors (Melrose 1980;Cairns & Willes 2005;Yu & Kim 2013;Schleyer et al 2014); in particular, it was shown that such mechanisms may explain the radio emissions by Type III solar bursts (Thejappa et al 1993). The effectiveness of linear conversion mechanisms was also investigated using numerical methods (Cairns & Willes 2005;Kim et al 2008).…”
Section: Introductionmentioning
confidence: 99%
“…Alternative approaches were based on linear conversion mechanisms (Field 1956) of Langmuir or z-mode waves to electromagnetic radiation in plasmas with density gradients. Various aspects of such processes were considered by several authors (Melrose 1980;Cairns & Willes 2005;Yu & Kim 2013;Schleyer et al 2014); in particular, it was shown that such mechanisms may explain the radio emissions by Type III solar bursts (Thejappa et al 1993). The effectiveness of linear conversion mechanisms was also investigated using numerical methods (Cairns & Willes 2005;Kim et al 2008).…”
Section: Introductionmentioning
confidence: 99%
“…The mode conversion coefficient, which denotes the ratio of energy transformation from one mode to another mode, has a maximum value of about 0.5 for the linear or parabolic density profile. When the density profile is more complex, the scaling behavior is broken and the conversion coefficient can vary greatly [39][40][41][42]. While this scaling behavior is well-known in planar geometry, its behavior in cylindrical geometry was unknown until recently.…”
mentioning
confidence: 99%