Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_062922_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2001 |
Start Time | | 2001/01/02 18:00 |
End Time | | 2001/01/03 08:00 |
Key Words | | southward IMF turning |
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 | | 8.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Andrey_Samsonov_062922_3 |
Minimum Dst Value | | -35 |
SW Source | | WIND |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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