Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dimitrios_Athanasopoulos_041719_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 05, 2001 |
Start Time | | 2001/11/05 12:00 |
End Time | | 2001/11/07 12:00 |
Key Words | | GM_MODEL Samba |
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 | | -13.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.34 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 230.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dimitrios_Athanasopoulos_041719_6 |
Minimum Dst Value | | -292 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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