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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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