Stability of rotating magnetized jets in the solar atmosphere. I. Kelvin-Helmholtz instability
T. V. Zaqarashvili, I. Zhelyazkov, L. Ofman

TL;DR
This paper analyzes the Kelvin-Helmholtz instability in rotating, twisted solar jets, deriving criteria for stability and showing how magnetic fields influence jet stability and potential plasma heating.
Contribution
It provides analytical instability criteria for rotating, twisted jets and demonstrates how magnetic fields can stabilize or destabilize these jets, advancing understanding of solar atmospheric dynamics.
Findings
Jets are unstable to KH instability when rotational kinetic energy exceeds magnetic energy.
Azimuthal magnetic fields of 1-5 G can stabilize observed solar jets.
Non-twisted jets are always KH unstable with short growth times.
Abstract
Observations show various jets in the solar atmosphere with significant rotational motions, which may undergo instabilities leading to heat ambient plasma. We study the Kelvin-Helmholtz (KH) instability of twisted and rotating jets caused by the velocity jumps near the jet surface. We derive a dispersion equation with appropriate boundary condition for total pressure (including centrifugal force of tube rotation), which governs the dynamics of incompressible jets. Then, we obtain analytical instability criteria of Kelvin-Helmholtz instability in various cases, which were verified by numerical solutions to the dispersion equation. We find that twisted and rotating jets are unstable to KH instability when the kinetic energy of rotation is more than the magnetic energy of the twist. Our analysis shows that the azimuthal magnetic field of 1-5 G can stabilize observed rotations in…
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