Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Aurlie_Marchaudon_060211_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 4 2003 |
Start Time | | 2003/02/04 06:00 |
End Time | | 2003/02/04 09:00 |
Key Words | | Interhemispheric effect of reconnection |
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 | | -27.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 131.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Aurlie_Marchaudon_060211_1 |
Minimum Dst Value | | -72 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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