Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_012323_9 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 03, 2021 |
Start Time | | 2021/01/03 12:00 |
End Time | | 2021/01/04 00:00 |
Key Words | | 2021.1 |
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 | | 77.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_012323_9 |
Minimum Dst Value | | -1 |
SW Source | | DSCOVR-realtime |
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. |