Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101221_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause conductance |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Pauline_Dredger_101221_4 |
Minimum Dst Value | | -89 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
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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)
| VMR Tools created by Darren De Zeeuw. |