Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Romain_Maggiolo_112713_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 10, 2005 |
Start Time | | 2005/11/10 00:00 |
End Time | | 2005/11/11 02:00 |
Key Words | | northward IMF polar cap arcs |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.16 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | -33 |
F10.7 | | 76.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Romain_Maggiolo_112713_1 |
Minimum Dst Value | | -10 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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