Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victoir_Veibell_041316_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2010 |
Start Time | | 2010/01/01 00:00 |
End Time | | 2010/01/03 00:00 |
Key Words | | test |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 72.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Victoir_Veibell_041316_1 |
Minimum Dst Value | | -2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |