Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_033123_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 02, 2020 |
Start Time | | 2020/01/02 00:00 |
End Time | | 2020/01/03 00:00 |
Key Words | | 0102 |
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 | | -26.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_033123_7 |
Minimum Dst Value | | -5 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
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.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |