Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_091821_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20, 2015 |
Start Time | | 2015/12/20 12:00 |
End Time | | 2015/12/21 00:00 |
Key Words | | magnetopause |
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 | | -20.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_091821_4 |
Minimum Dst Value | | -170 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: 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