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Energy dynamics in linear MHD with ion parallel viscosity

机译:具有离子平行粘度的线性MHD中的能量动力学

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Analytic results for the time dependences of the kinetic and magnetic energies of an incompressible magneto fluid threaded by a strong uniform magnetic field B0 are obtained. The governing equations are the linearised magnetohydrodynamic (MHD) ones, but with the conventional Laplacian dissipation replaced by ion parallel viscous effects. The behaviour is shown to depend on the relative sizes of the Alfvén frequency and the viscous and resistive dissipation rates. For many cases equipartition of the kinetic and magnetic energy holds at the (Fourier) modal level. An important exception to this behaviour occurs for two-dimensional fluctuations, that is when the wavevectors are perpendicular to B0.
机译:获得了由强均匀磁场B0穿过的不可压缩磁流体的动能和磁能随时间变化的分析结果。控制方程是线性化的磁流体动力学(MHD)方程,但是用传统的拉普拉斯耗散由离子平行粘性效应代替。表现出的行为取决于Alfvén频率的相对大小以及粘性和电阻耗散率。在许多情况下,动能和磁能的均分保持在(傅立叶)模态水平。对于二维波动,即当波矢垂直于B0时,会发生这种情况的一个重要例外。

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