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-10 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. |