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: |
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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_101421_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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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