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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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