1989
DOI: 10.1007/bf01060014
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A way of increasing the transition radiation from a modulated electron beam in an inhomogeneous plasma

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Cited by 2 publications
(4 citation statements)
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“…Note that the magnitude of the transition radiation depends strongly on the position of the LPRR (in the linear part of plasma density profile or near its maximum). As shown by (2.12) and (3.5), if L ln and I sq are of the same order of magnitude, then 4) which means that the radiation at a frequency equal to the Langmuir frequency at the plasma density maximum is much stronger than the radiation at lower frequencies (note that a similar result was obtained in [8] for thin plasma layers with a parabolic concentration profile; the interpretation of this effect was given in [9]). So maxima in the spectrum of the transition radiation correspond to maxima of the plasma density profile.…”
Section: Discussion and Numerical Estimatesmentioning
confidence: 75%
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“…Note that the magnitude of the transition radiation depends strongly on the position of the LPRR (in the linear part of plasma density profile or near its maximum). As shown by (2.12) and (3.5), if L ln and I sq are of the same order of magnitude, then 4) which means that the radiation at a frequency equal to the Langmuir frequency at the plasma density maximum is much stronger than the radiation at lower frequencies (note that a similar result was obtained in [8] for thin plasma layers with a parabolic concentration profile; the interpretation of this effect was given in [9]). So maxima in the spectrum of the transition radiation correspond to maxima of the plasma density profile.…”
Section: Discussion and Numerical Estimatesmentioning
confidence: 75%
“…Since only waves with κ 2 (z → −∞) > 0 make contributions to the radiation field, we can vary k r from 0 to k 0 . Using the substitutions 9) and the asymptotics for Bessel functions of large argument, we can derive (2.6) in the far zone (R → ∞):…”
Section: Resonant Transition Radiation Of An Electron Bunch In the Camentioning
confidence: 99%
“…In order to calculate the integrated density Π OSW of the OSWs energy flux over the electron transit time, we use Eq. (12). Since the OSWs are evanescent waves, the OSWs Poynting vector is directed strictly along the interface, and the features of the OSWs excitation cannot be seen in the spectral density of the waves emitted into the upper hemisphere.…”
Section: Transition Radiation Of the Oblique Surface Electromagnetic ...mentioning
confidence: 99%
“…The transition radiation of surface electromagnetic waves by a non-relativistic electron bunch which crosses the vacuum-semiconductor interface or a thin plate of a semiconductor was studied in Ref. 11, and now the radiation of modulated electron beams crossing a boundary of a plasma-like medium becomes a very effective method for generation of surface electromagnetic waves 12 .…”
Section: Introductionmentioning
confidence: 99%