Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dimitrios_Athanasopoulos_041719_11 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 06, 2012 |
Start Time | | 2012/03/06 12:00 |
End Time | | 2012/03/08 12:00 |
Key Words | | GM MODEL SkyTerra |
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 | | -2.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.31 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dimitrios_Athanasopoulos_041719_11 |
Minimum Dst Value | | -85 |
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 Geotail for time period of this run.
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)
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