Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Deirdre_Wendel_110513_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 18, 2002 |
Start Time | | 2002/03/18 14:00 |
End Time | | 2002/03/18 16:00 |
Key Words | | northward IMF reconnection |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Deirdre_Wendel_110513_2 |
Minimum Dst Value | | 42 |
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. |