Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_071522_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 18, 2013 |
Start Time | | 2013/01/18 21:00 |
End Time | | 2013/01/19 00:00 |
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 | | -16.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_071522_1 |
Minimum Dst Value | | -12 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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