Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_102221_1 | |
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_102221_1 |
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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