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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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