Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: FEMI_ADEBESIN_061319_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 01, 2010 |
Start Time | | 2010/03/01 00:00 |
End Time | | 2010/03/09 00:00 |
Key Words | | solar |
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 | | -11.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | FEMI_ADEBESIN_061319_1 |
Minimum Dst Value | | -23 |
SW Source | | ACE-realtime |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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