Dynamical stability of a thermally stratified intracluster medium with anisotropic momentum and heat transport
Dynamical stability of a thermally stratified intracluster medium with anisotropic momentum and heat transport
复制标题
具有各向异性动量和热传输的热分层簇内介质的动态稳定性
DOI:
10.1111/j.1365-2966.2011.19303.x
复制
发表时间:
2011
影响因子:
4.8
通讯作者:
M. Kunz
中科院分区:
文献类型:
--
作者:
M. Kunz
In weakly-collisional plasmas such as the intracluster medium (ICM), heat and momentum transport become anisotropic with respect to the local magnetic field direction. Anisotropic heat conduction causes the slow magnetosonic wave to become buoyantly unstable to the magnetothermal instability (MTI) when the temperature increases in the direction of gravity and to the heat-flux‐driven buoyancy instability (HBI) when the temperature decreases in the direction of gravity. The local changes in magnetic field str ength that attend these instabilities cause pressure anisotropies that viscously damp motions parallel to the magnetic field. In this paper we employ a linear stability analysis to elucidate the effects of anisotropic viscosity (i.e. Braginskii pressure anisotropy) on the MTI and HBI. By stifli ng the convergence/divergence of magnetic field lines, pressure anisotropy significantly a ffects how the ICM interacts with the temperature gradient. Instabilities which depend upon the convergence/divergence of magnetic field lines to generate unstable buoyant motions (the H BI) are suppressed over much of the wavenumber space, whereas those which are otherwise impeded by field-line convergence/divergence (the MTI) are strengthened. As a result, the wavenumbers at which the HBI survives largely unsuppressed in the ICM have parallel components too small to rigorously be considered local. This is particularly true as the magnetic field becomes more and more orthogonal to the temperature gradient. The field-line insula tion found by recent numerical simulations to be a nonlinear consequence of the standard HBI might therefore be attenuated. In contrast, the fastest-growing MTI modes are unaffected by anisotropic viscosity. However, we