Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101421_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_101421_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 GOES-11 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. |