Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_031423_3 | |
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 12:00 |
End Time | | 2020/01/03 18:00 |
Key Words | | event11 |
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 | | -19.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.23 |
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_3 |
Minimum Dst Value | | -6 |
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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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