A Magnetohydrodynamics Simulation of Coronal Mass Ejections in the Upper Corona at 2.5R ⊙ ≤ r ≤ 19R ⊙

Keiji Hayashi, Chin-Chun Wu and Kan Liou
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Abstract

The methodology of a new magnetohydrodynamics simulation model of the propagation of coronal mass ejections (CMEs) in the near-Sun solar wind region at 2.5R⊙ ≥ r ≥ 19R⊙ is presented. The simulation model first determines the steady state of the transonic/Alfvénic solar wind with the characteristic-based inner boundary treatment for the middle of the corona at r = 2.5R⊙ (K. Hayashi et al. 2023). To determine the numerical perturbation on the 2.5 R⊙inner boundary surface, a kinetic self-similar model with a torus-shaped magnetic-field rope and a spherically symmetric plasma structure translating and expanding at the constant speed (named TICK model) is developed. A solar-wind MHD model (C.-C. Wu et al. 2020b) traces the temporal evolution of the injected CME through the inner boundary surface. We conducted test simulations with various choices of plasma density and temperature. The test simulation results show that the injected CME, particularly its internal magnetic structure, can be substantially altered through the interactions with the preexisting slow and dense ambient solar wind at the early phase of the propagation in the near-Sun region. The propagation speed of the discontinuity front is found to be dependent on the plasma parameters of the CME perturbation. Therefore, for better simulating the propagation of the CME, it is important for the CME models to include the nonlinear MHD interactions in the subsonic/Alfvénic regions.
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2.5R⊙≤r≤19R⊙时上日冕物质抛射的磁流体动力学模拟
本文介绍了在 2.5R⊙ ≥ r ≥ 19R⊙ 时,日冕物质抛射(CMEs)在近太阳风区传播的新磁流体动力学模拟模型的方法。仿真模型首先确定了r = 2.5R⊙ 时日冕中部的跨音速/阿尔费尼太阳风的稳态,并对其进行了基于特征的内边界处理(K. Hayashi 等,2023 年)。为了确定 2.5 R⊙内边界表面的数值扰动,建立了一个具有环形磁场绳和以恒定速度平移和膨胀的球形对称等离子体结构的动力学自相似模型(命名为 TICK 模型)。太阳风 MHD 模型(C.-C. Wu 等,2020b)追踪了注入的 CME 穿过内边界表面的时间演变。我们对等离子体密度和温度进行了不同选择的测试模拟。试验模拟结果表明,注入的 CME,尤其是其内部磁结构,在近太阳区域传播的早期阶段,会通过与预先存在的缓慢而密集的环境太阳风的相互作用而发生重大改变。研究发现,不连续面的传播速度取决于 CME 扰动的等离子参数。因此,为了更好地模拟 CME 的传播,CME 模型必须包括亚音速/阿尔费尼科区域的非线性 MHD 相互作用。
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