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