Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_021822_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 01, 2001 |
Start Time | | 2001/06/01 20:00 |
End Time | | 2001/06/02 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 | | 29.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_021822_4 |
Minimum Dst Value | | -27 |
SW Source | | OMNI |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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