SWASTi-CME: A Physics-based Model to Study Coronal Mass Ejection Evolution and Its Interaction with Solar Wind

被引:8
作者
Mayank, Prateek [1 ]
Vaidya, Bhargav [1 ,2 ]
Mishra, Wageesh [3 ]
Chakrabarty, D. [4 ]
机构
[1] Indian Inst Technol Indore, Dept Astron Astrophys & Space Engn, Indore, India
[2] IISER Kolkata, Ctr Excellence Space Sci India, Kolkata, India
[3] Indian Inst Astrophys, Bangalore 560034, India
[4] Phys Res Lab, Space & Atmospher Sci Div, Ahmadabad, India
关键词
INTERPLANETARY PROPAGATION; INTERACTION REGIONS; DRAG; SIMULATION; INNER; RECONSTRUCTION; EXPANSION; ORIGIN; EARTH; TIME;
D O I
10.3847/1538-4365/ad08c7
中图分类号
P1 [天文学];
学科分类号
0704 ;
摘要
Coronal mass ejections (CMEs) are primary drivers of space weather, and studying their evolution in the inner heliosphere is vital to prepare for a timely response. Solar wind streams, acting as background, influence their propagation in the heliosphere and associated geomagnetic storm activity. This study introduces SWASTi-CME, a newly developed MHD-based CME model integrated into the Space Weather Adaptive SimulaTion (SWASTi) framework. It incorporates a nonmagnetized elliptic cone and a magnetized flux rope CME model. To validate the model's performance with in situ observation at L1, two Carrington rotations were chosen: one during solar maxima with multiple CMEs, and one during solar minima with a single CME. The study also presents a quantitative analysis of CME-solar wind interaction using this model. To account for ambient solar wind effects, two scenarios of different complexity in solar wind conditions were established. The results indicate that ambient conditions can significantly impact some of the CME properties in the inner heliosphere. We found that the drag force on the CME front exhibits a variable nature, resulting in asymmetric deformation of the CME leading edge. Additionally, the study reveals that the impact on the distribution of CME internal pressure primarily occurs during the initial stage, while the CME density distribution is affected throughout its propagation. Moreover, regardless of the ambient conditions, it was observed that, after a certain propagation time (t), the CME volume follows a nonfractal power-law expansion (proportional to t 3.03-3.33) due to the attainment of a balanced state with ambient.
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页数:21
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