Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Deirdre_Wendel_052108_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 18 2002 |
Start Time | | 2002/03/18 14:30 |
End Time | | 2002/03/18 16:00 |
Key Words | | northward_IMF_reconnection3 |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 9.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 176.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Deirdre_Wendel_052108_2 |
Minimum Dst Value | | 53 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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