2003
DOI: 10.1051/0004-6361:20031249
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Solar type IV burst spectral fine structures

Abstract: Abstract. The fine structures (FS) of solar type IV radio bursts are of principal interest for flare plasma diagnostics in the low corona. In this paper we give an observational (Part I) and theoretical (Paper II) treatment of broad band radio pulsations (BBP) and zebra patterns (ZP) in a well observed flaring sigmoidal loop system of AR 7792 on 25 October 1994. We present comprehensive meter-decimeter radio spectral (Astrophysical Institute Potsdam, AIP) and meter wave heliographic (Nançay Radio Heliograph of… Show more

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Cited by 72 publications
(30 citation statements)
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“…However, stationary fine density structures are required, rather than the transient waves and shock fronts that were mostly considered for simplicity here. Furthermore, Aurass et al (2003) show a good correlation between the inclination of a single zebra stripe to the heliographic observing frequency level in the dynamic spectrogram and the speed of the simultaneously observed projected source motion at this frequency. Besides other effects explaining this feature in terms of the DPR model of Zlotnik et al (2003), one can imagine that the time-dependent inclination of the reflecting regular coronal fine structure may lead both to the frequency drift of zebra lines (due to the change of transmission/reflection coefficient frequency dependence) and to the apparent source motion.…”
Section: The Zebra Patternmentioning
confidence: 70%
“…However, stationary fine density structures are required, rather than the transient waves and shock fronts that were mostly considered for simplicity here. Furthermore, Aurass et al (2003) show a good correlation between the inclination of a single zebra stripe to the heliographic observing frequency level in the dynamic spectrogram and the speed of the simultaneously observed projected source motion at this frequency. Besides other effects explaining this feature in terms of the DPR model of Zlotnik et al (2003), one can imagine that the time-dependent inclination of the reflecting regular coronal fine structure may lead both to the frequency drift of zebra lines (due to the change of transmission/reflection coefficient frequency dependence) and to the apparent source motion.…”
Section: The Zebra Patternmentioning
confidence: 70%
“…Slottje (1972), Aurass & Chernov (1983), Jiřička et al (2001), Aurass et al (2003), Chernov et al (2003), Chen et al (2011), and others.…”
Section: Introductionmentioning
confidence: 99%
“…1) ÄÓÇÏâ ÉËÊÐË ©³ Ä ÓÂÊÐÞØ ÄÔÒÎÇÔÍÂØ ÏÇÐâÇÕÔâ ÑÕ ÐÇÔÍÑÎßÍËØ ÔÇÍÖÐAE AEÑ ÐÇÔÍÑÎßÍËØ AEÇÔâÕÍÑÄ ÏËÐÖÕ [7,8,13,22];…”
Section: ¿××çíõ Aeäñìðñåñ òîâêïçððñåñ óçêñðâðôâ (¥±²) ä ïâåðëõñâíõëäðmentioning
confidence: 99%
“…2) âÓÍÑÔÕÐÂâ ÕÇÏÒÇÓÂÕÖÓ ËÊÎÖÚÇÐËâ T b AEÑÔÕËÅÂÇÕ ÄÞÔÑÍËØ ÊÐÂÚÇÐËÌ, AEÑ 10 9 ¬ [22]; 3) ÍÑÎËÚÇÔÕÄÑ ÒÑÎÑÔ ÏÇÐâÇÕÔâ ÑÕ ÐÇÔÍÑÎßÍËØ ÇAEËÐËÙ AEÑ ÐÇÔÍÑÎßÍËØ AEÇÔâÕÍÑÄ Ä ÓÂÊÐÞØ ÄÔÒÎÇÔÍÂØ [7,8,14,16, 18,22]; 4) ÓÂÔÔÕÑâÐËÇ ÏÇÉAEÖ ÒÑÎÑÔÂÏË ÔÕÓÖÍÕÖÓÞ ÑÃÞÚÐÑ ÏÐÑÅÑ ÏÇÐßÛÇ ÚÂÔÕÑÕÞ ÓÂAEËÑËÊÎÖÚÇÐËâ [7, 13, 21 ë 25, 27]; 5) ÓÂÔÔÕÑâÐËÇ ÏÇÉAEÖ ÒÑÎÑÔÂÏË Ä ÃÑÎßÛËÐÔÕÄÇ ÔÎÖ-ÚÂÇÄ ÖÄÇÎËÚËÄÂÇÕÔâ Ô ÓÑÔÕÑÏ ÚÂÔÕÑÕÞ [7,12,13,22] [7, 18,20,28,34].…”
Section: ¿××çíõ Aeäñìðñåñ òîâêïçððñåñ óçêñðâðôâ (¥±²) ä ïâåðëõñâíõëäðunclassified