Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajiajia_Wei_031423_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2020 |
Start Time | | 2020/01/04 06:00 |
End Time | | 2020/01/04 12:00 |
Key Words | | evnet14 |
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 | | -31.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajiajia_Wei_031423_6 |
Minimum Dst Value | | -10 |
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.
![](data: 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)
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