Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_031823_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 13, 2017 |
Start Time | | 2017/10/13 08:00 |
End Time | | 2017/10/13 20:00 |
Key Words | | G2eventWithRCM |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -15.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Tristen_Wanner_031823_3 |
Minimum Dst Value | | -46 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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