Kink oscillations of asymmetric coronal loops

The free oscillations of coronal loops with a constant density and a variable magnetic field changing according to parabolic laws are investigated. Using our developed method, we derive the wave equations with constant coefficients that describe the kink oscillations of symmetric and asymmetric magn...

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Veröffentlicht in:Astronomy letters 2014-06, Vol.40 (6), p.372-381
1. Verfasser: Petrukhin, N. S.
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description The free oscillations of coronal loops with a constant density and a variable magnetic field changing according to parabolic laws are investigated. Using our developed method, we derive the wave equations with constant coefficients that describe the kink oscillations of symmetric and asymmetric magnetic flux tubes. For such models, we obtain analytical expressions for the oscillation spectra and amplitudes as well as the magnitudes and directions of the displacements of the extrema of the fundamental and first modes relative to their values for homogeneous tubes. For the first mode of an asymmetric loop, we have determined the dependence of the coordinate displacement for the internal node on the ratios of the magnetic field strengths in its asymmetric parts and the ratio of the amplitudes at the extremum points.
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subjects Astronomy
Astrophysics and Astroparticles
Asymmetry
Constants
Corona
Coronal loops
Density
Magnetic fields
Mathematical models
Observations and Techniques
Oscillations
Oscillators
Physics
Physics and Astronomy
Tubes
title Kink oscillations of asymmetric coronal loops
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