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A GLOBAL WAVE-DRIVEN MAGNETOHYDRODYNAMIC SOLAR MODEL WITH A UNIFIED TREATMENT OF OPEN AND CLOSED MAGNETIC FIELD TOPOLOGIES

机译：具有统一处理开放和闭磁场拓扑的全局波动磁力流体模型

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R. Oran; B. van der Holst; E. Landi; M. Jin; I. V. Sokolov; T. I. Gombosi;
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年度 2013
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1. A GLOBAL WAVE-DRIVEN MAGNETOHYDRODYNAMIC SOLAR MODEL WITH A UNIFIED TREATMENT OF OPEN AND CLOSED MAGNETIC FIELD TOPOLOGIES [J] . R. Oran, B. van der Holst, E. Landi, The Astrophysical journal . 2013,第2期

机译：统一处理开放磁场和封闭磁场的整体波动磁氢动力太阳模型
2. The Helioseismic and Magnetic Imager (HMI) Vector Magnetic Field Pipeline: Magnetohydrodynamics Simulation Module for the Global Solar Corona [J] . Hayashi K., Hoeksema J. T., Liu Y., Solar physics . 2015,第5期

机译：地震和磁成像仪（HMI）矢量磁场管道：全球太阳日冕的磁流体动力学模拟模块
3. Magnetohydrodynamic models of solar coronal magnetic fields [J] . Amari T., Mikic Z., Luciani JF. Plasma physics and controlled fusion . 1999,第0期

机译：太阳日冕磁场的磁流体动力学模型
4. A Global Solar Wind Model Based on Surface Measurements of Magnetic Field and Transverse Velocity from GONG [C] . S. T. Wu, A. H. Wang, Chin-Chun Wu, International Conference on Numerical Modeling of Space Plasma Flows . 2011

机译：基于磁场表面测量的全球太阳风模型及锣横向速度
5. Two-dimensional magnetohydrodynamic simulation of impulsively heated solar flux tubes with magnetic field-aligned thermal conduction [D] . Forjan, Gary F. 2009

机译：具有磁场对准热传导的脉冲加热太阳通量管的二维磁流体动力学模拟
6. The Helioseismic and Magnetic Imager (HMI) Vector Magnetic Field Pipeline: Magnetohydrodynamics Simulation Module for the Global Solar Corona [O] . K. Hayashi, J. T. Hoeksema, Y. Liu, -1

机译：地震和磁成像仪（HMI）矢量磁场管道：全球太阳日冕的磁流体动力学模拟模块
7. A Global Wave-Driven MHD Solar Model with a Unified Treatment of Open and Closed Magnetic Field Topologies [O] . Oran, R., van der Holst, B., Landi, E., 2013

机译：全球波驱动mHD太阳能模型统一处理开放式和闭合磁场拓扑
8. Maintaining the closed magnetic-field-line topology of a field-reversed configuration (FRC) with the addition of static transverse magnetic fields [R] . Cohen, S. A. , Milroy, R. D. 2000

机译：通过增加静态横向磁场来维持场反转配置（FRC）的闭合磁场线拓扑

A GLOBAL WAVE-DRIVEN MAGNETOHYDRODYNAMIC SOLAR MODEL WITH A UNIFIED TREATMENT OF OPEN AND CLOSED MAGNETIC FIELD TOPOLOGIES

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