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: |
|
|
|
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 |
|
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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)
| VMR Tools created by Darren De Zeeuw. |