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.
Satellite data B plot for GOES-11 for time period of this run.
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)
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