Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_031423_4 | |
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 18:00 |
End Time | | 2020/01/04 00:00 |
Key Words | | event12 |
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 | | -13.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.19 |
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_4 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
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