Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_031423_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 03, 2020 |
Start Time | | 2020/01/03 06:00 |
End Time | | 2020/01/03 12:00 |
Key Words | | event9 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.18 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_031423_2 |
Minimum Dst Value | | -11 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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