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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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