Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092523_2 | |
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 | | G3eventOpenGGCM |
Model | | OpenGGCM |
Model Version | | 4.0 |
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 | | 33 |
F10.7 | | 91.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092523_2 |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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