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.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: 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)
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