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