1999
DOI: 10.1029/1999ja900342
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Microstructure of Jovian decametric S bursts

Abstract: Abstract. We have developed a method for displaying the spectral structure of Jupiter's decametric radio S bursts on timescales down to a few microseconds, 2 orders of magnitude finer than has been achieved elsewhere. By employing an extremely sensitive antenna (640 dipoles, at 26 MHz) and selecting only relatively weak S bursts that possess the simplest possible spectral shape, we identify frequently occurring structural features that we associate with localized emission centers. On timescales having better t… Show more

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Cited by 34 publications
(55 citation statements)
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“…These S-bursts (i.e., not demonstrating quasilinear negatively drifting patterns over the time-frequency plane) can be described by the theory of narrow-band random processes as well. Of course, since the instantaneous bandwidth of complex S-bursts is wider, the typical duration of subpulses becomes shorter (as also noticed by Carr and Reyes [1999]). Since time-frequency patterns in a typical S-burst storm demonstrate high variability in shape, the effective bandwidth of the amplifier responsible for generation of S-bursts should be strongly variable.…”
Section: Conclusion and Discussionmentioning
confidence: 72%
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“…These S-bursts (i.e., not demonstrating quasilinear negatively drifting patterns over the time-frequency plane) can be described by the theory of narrow-band random processes as well. Of course, since the instantaneous bandwidth of complex S-bursts is wider, the typical duration of subpulses becomes shorter (as also noticed by Carr and Reyes [1999]). Since time-frequency patterns in a typical S-burst storm demonstrate high variability in shape, the effective bandwidth of the amplifier responsible for generation of S-bursts should be strongly variable.…”
Section: Conclusion and Discussionmentioning
confidence: 72%
“…Such an approach implicitly assumes a harmonic oscillation as an adequate mathematical model that has to be fitted to the measured time series. Carr and Reyes [1999] proposed a short segment of harmonic signal…”
Section: Signal Preprocessing and Hilbert Transformmentioning
confidence: 99%
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“…The negative frequency drift, which is approximately proportional to the radiation frequency, df /dt ∝ f , and a small frequency interval f occupied by the burst, Δf/f ∼ 10 −2 − 10 −1 , are characteristic features of the S emission considered in our work. The pulses of such S emission often form quasiperiodic trains with one or several repetition frequencies in a range of about 2 to 400 kHz in the dynamic spectrum (see, for example, Flagg et al [1976]; Krausche et al [1976]; Riihimaa [1977], and also Carr and Reyes [1999] and references therein). An example of the dynamic spectrum with a train of S-bursts observed in July 6, 1999 (Kharkov, Ukraine) using radio telescopes UTR-2 (Ukrainian T-shape Radio telescope) is shown in Figure 1 [Litvinenko et al 2004].…”
Section: Introductionmentioning
confidence: 99%