2022
DOI: 10.1007/s10509-022-04152-4
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Two-fluid numerical model of chromospheric heating and plasma outflows in a quiet-Sun

Abstract: Purpose: This paper addresses long-standing solar physics problems, namely, the heating of the solar chromosphere and the origin of the solar wind. Our aim is to reveal the related mechanisms behind chromospheric heating and plasma outflows in a quiet-Sun. Methods: The approach is based on a two-fluid numerical model that accounts for thermal non-equilibrium (ionization/recombination), non-adiabatic and non-ideal dynamics of protons+electrons and hydrogen atoms. The model is applied to numerically simulate the… Show more

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Cited by 4 publications
(13 citation statements)
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References 81 publications
(110 reference statements)
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“…Here, symbols n ( i ) denote the mass density of the neutrals (ions), V n (V i ) the velocity of the neutrals (ions), p n (p ie ) the neutral (ion+electron) gas pressure with p ie = p i + p e = 2p i , B the magnetic field, η the magnetic resistivity coefficient taken in its simplified form as η = ( i ν ei + n ν en )/(e 2 n 2 e ) where ν en and ν ei are respectively the electron-neutral and electron-ion collisions frequencies [47], μ the magnetic permeability of the medium, γ = 5/3 the adiabatic index, T i (T n ) is the proton (hydrogen atom) temperature, μ i = μ n = 1 are the mean masses of plasma species and neutrals, respectively, m H is the hydrogen mass, k B is Boltzmann's constant, g = [0, −g, 0] the vector of gravitational acceleration with its magnitude g = 274.78 m s −2 , acting along the y-axis in Cartesian coordinates. The reaction rates of the electron impact ionization and radiative recombination, Γ ion,rec i,n , momentum collisional, S i,n , and energy source, Q i,n , terms are described in great detail in [42]…”
Section: Two-fluid Model Of the Solar Atmosphere (A) Two-fluid Equationsmentioning
confidence: 99%
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“…Here, symbols n ( i ) denote the mass density of the neutrals (ions), V n (V i ) the velocity of the neutrals (ions), p n (p ie ) the neutral (ion+electron) gas pressure with p ie = p i + p e = 2p i , B the magnetic field, η the magnetic resistivity coefficient taken in its simplified form as η = ( i ν ei + n ν en )/(e 2 n 2 e ) where ν en and ν ei are respectively the electron-neutral and electron-ion collisions frequencies [47], μ the magnetic permeability of the medium, γ = 5/3 the adiabatic index, T i (T n ) is the proton (hydrogen atom) temperature, μ i = μ n = 1 are the mean masses of plasma species and neutrals, respectively, m H is the hydrogen mass, k B is Boltzmann's constant, g = [0, −g, 0] the vector of gravitational acceleration with its magnitude g = 274.78 m s −2 , acting along the y-axis in Cartesian coordinates. The reaction rates of the electron impact ionization and radiative recombination, Γ ion,rec i,n , momentum collisional, S i,n , and energy source, Q i,n , terms are described in great detail in [42]…”
Section: Two-fluid Model Of the Solar Atmosphere (A) Two-fluid Equationsmentioning
confidence: 99%
“…In our work, we use the recently developed [33,35] and improved [42] numerical model to simulate a quasi-stationary, yet highly dynamic in small scales solar atmosphere, with the aim to obtain cutoffs variation with height. The latter takes into account interactions between ions and neutrals in partially ionized plasma and is compared with the recently reported observational data [28,29].…”
Section: Introductionmentioning
confidence: 99%
“…We also take into account the thermal conduction which contributes to the formation/dynamics of the cool jets. The governing equations of two-fluid systems in the solar magnetized plasma are given as follows [56,58,61,[63][64][65][66][67][68][69][70]:…”
Section: Model and Initial Configuration (A) The Two-fluid Modelmentioning
confidence: 99%
“…Here, κ n depicts the coefficient of thermal conduction in case of neutrals which is expressed as [70,74]…”
Section: Model and Initial Configuration (A) The Two-fluid Modelmentioning
confidence: 99%
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