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-B for time period of this run.
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)
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