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