The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops

In this paper, the effect of compressive viscosity on the slow mode oscillation of solar corona loops is studied. The coronal loops medium are considered in low beta condition, uniform magnetic field in the presence of gravitational stratification and temperature gradient. Two-dimensional Magneto-Hy...

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Main Authors: A. Abedini, T. Bahreininejad
Format: Article
Language:English
Published: Isfahan University of Technology 2014-04-01
Series:Iranian Journal of Physics Research
Subjects:
Online Access:http://ijpr.iut.ac.ir/browse.php?a_code=A-10-1-645&slc_lang=en&sid=1
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spelling doaj-3c11f75788354d4dbb10f462fec5a06f2020-11-24T21:36:02ZengIsfahan University of TechnologyIranian Journal of Physics Research1682-69572014-04-01141107116The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loopsA. Abedini0T. Bahreininejad1 In this paper, the effect of compressive viscosity on the slow mode oscillation of solar corona loops is studied. The coronal loops medium are considered in low beta condition, uniform magnetic field in the presence of gravitational stratification and temperature gradient. Two-dimensional Magneto-Hydro-Dynamics (MHD) equations are perturbed about the equilibrium and thenthese equations are linearized and ultimately a second order differential equation is obtained for velocity perturbation by stretching method. In considering the appropriate boundary conditions for the differential equationis solved analytically and numerically. Oscillation Modes obtained from numerical solutions with real data from satellites such as SOHO, TRACE and SDO are compared. Results show that the gravitational layering, fluctuations in the corona loop for frequency values greater than the cutoff frequency occurs. In small longitudes, viscosity damping is strong . Since the observations confirms strong damping of oscillations corona, can be said viscosity alone can justify the oscillation damping in elongated loops, the oscillation period is between 2 and 48 min, corresponds to the actual data.http://ijpr.iut.ac.ir/browse.php?a_code=A-10-1-645&slc_lang=en&sid=1sun corona coronal loops slow-modeoscillations compressive viscosity period of oscillations damping time
collection DOAJ
language English
format Article
sources DOAJ
author A. Abedini
T. Bahreininejad
spellingShingle A. Abedini
T. Bahreininejad
The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
Iranian Journal of Physics Research
sun corona
coronal loops
slow-modeoscillations
compressive viscosity
period of oscillations
damping time
author_facet A. Abedini
T. Bahreininejad
author_sort A. Abedini
title The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
title_short The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
title_full The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
title_fullStr The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
title_full_unstemmed The effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
title_sort effect of compressive viscosity on the slow mode oscillations of inhomogeneous solar coronal loops
publisher Isfahan University of Technology
series Iranian Journal of Physics Research
issn 1682-6957
publishDate 2014-04-01
description In this paper, the effect of compressive viscosity on the slow mode oscillation of solar corona loops is studied. The coronal loops medium are considered in low beta condition, uniform magnetic field in the presence of gravitational stratification and temperature gradient. Two-dimensional Magneto-Hydro-Dynamics (MHD) equations are perturbed about the equilibrium and thenthese equations are linearized and ultimately a second order differential equation is obtained for velocity perturbation by stretching method. In considering the appropriate boundary conditions for the differential equationis solved analytically and numerically. Oscillation Modes obtained from numerical solutions with real data from satellites such as SOHO, TRACE and SDO are compared. Results show that the gravitational layering, fluctuations in the corona loop for frequency values greater than the cutoff frequency occurs. In small longitudes, viscosity damping is strong . Since the observations confirms strong damping of oscillations corona, can be said viscosity alone can justify the oscillation damping in elongated loops, the oscillation period is between 2 and 48 min, corresponds to the actual data.
topic sun corona
coronal loops
slow-modeoscillations
compressive viscosity
period of oscillations
damping time
url http://ijpr.iut.ac.ir/browse.php?a_code=A-10-1-645&slc_lang=en&sid=1
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