Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092223_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 27, 2017 |
Start Time | | 2017/09/27 05:00 |
End Time | | 2017/09/27 13:00 |
Key Words | | G3eventGUMICS |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 91.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092223_3 |
Minimum Dst Value | | -8 |
SW Source | | ACE-L2 |
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-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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