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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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