2022
DOI: 10.1093/mnras/stac2386
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Modulation of the solar microwave emission by sausage oscillations

Abstract: The modulation of the microwave emission intensity from a flaring loop by a standing linear sausage fast magnetoacoustic wave is considered in terms of a straight plasma slab with the perpendicular Epstein profile of the plasma density, penetrated by a magnetic field. The emission is of the gyrosynchrotron (GS) nature, and is caused by mildly relativistic electrons which occupy a layer in the oscillating slab, i.e., the emitting and oscillating volumes do not coincide. It is shown that the microwave response t… Show more

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Cited by 6 publications
(10 citation statements)
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“…We assume that nonthermal electrons occupy a timevarying volume that initially corresponds to r 2 Mm (the yellow volume in Figure 1). This assumption is based on the consideration that nonthermal electrons determined by some acceleration mechanism may fill only part of the loop, similar to the model used in Kupriyanova et al (2022). This volume moves back and forth due to the kink motions.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…We assume that nonthermal electrons occupy a timevarying volume that initially corresponds to r 2 Mm (the yellow volume in Figure 1). This assumption is based on the consideration that nonthermal electrons determined by some acceleration mechanism may fill only part of the loop, similar to the model used in Kupriyanova et al (2022). This volume moves back and forth due to the kink motions.…”
Section: Methodsmentioning
confidence: 99%
“…This mechanism was shown to operate in the hot corona with the oscillatory periods independent of the initial velocity pulse (Karampelas et al 2022). Sausage modes can cause periodic compression and rarefaction and thus modulate the microwave emissions of flare loops (e.g., Mossessian & Fleishman 2012;Reznikova et al 2014;Kuznetsov et al 2015;Guo et al 2021;Shi et al 2022;Kupriyanova et al 2022). Candidate sausage modes have been reported in observations of QPPs in various passbands (e.g., Melnikov et al 2005;Zimovets & Struminsky 2010;Su et al 2012;Kolotkov et al 2015;Tian et al 2016; see the recent review by Li et al 2020).…”
Section: Introductionmentioning
confidence: 97%
“…We assume that non-thermal electrons occupy a time-varying volume that initially corresponds to r ≤ 2 Mm (the yellow volume in Figure 1). This assumption is based on the consideration that the non-thermal electrons determined by some acceleration mechanism may fill only part of the loop, similar to the model used in Kupriyanova et al (2022). This volume moves back and forth due to the kink motions.…”
Section: Methodsmentioning
confidence: 99%
“…This mechanism was shown to operate in the hot corona with the oscillatory periods independent of the initial velocity pulse (Karampelas et al 2022). Sausage modes can cause periodic compression and rarefaction and thus modulate the microwave emissions of flare loops (e.g., Mossessian & Fleishman 2012;Reznikova et al 2014;Kuznetsov et al 2015;Guo et al 2021;Kupriyanova et al 2022;Shi et al 2022). Candidate sausage modes have been reported in observations of QPPs in various passbands (e.g., Melnikov et al 2005;Zimovets & Struminsky 2010;Su et al 2012;Kolotkov et al 2015;Tian et al 2016; see the recent review by Li et al 2020).…”
Section: Introductionmentioning
confidence: 96%
“…Moreover, in the optically thin regime, the kink wave causes the variation of the instantaneous column depth of the emitting segment of the waveguide. In the modelling of the modulation of the GS emission by an MHD wave, it also also necessary to take into account that the GS-emitting electrons do not necessarily occupy the whole oscillating volume (Kupriyanova et al 2022). Besides, filamentation of a coronal loop, caused by the development of the Kelvin-Helmholtz instability (e. g., Antolin & Van Doorsselaere 2019), could strongly affect the modulation depth of its microwave emission (Shi et al 2022).…”
Section: Introductionmentioning
confidence: 99%