Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_031423_14 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2020 |
Start Time | | 2020/01/01 18:00 |
End Time | | 2020/01/02 00:00 |
Key Words | | event4 |
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 | | -14.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_031423_14 |
Minimum Dst Value | | -3 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |