Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_092322_1 | |
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 06:00 |
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 | | 170.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_092322_1 |
Minimum Dst Value | | -35 |
SW Source | | ACE-L2 |
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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