Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KM_GOG_121718_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 25, 2016 |
Start Time | | 2016/10/25 00:00 |
End Time | | 2016/10/26 00:00 |
Key Words | | wind |
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 | | -15.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.91 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 76.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | KM_GOG_121718_2 |
Minimum Dst Value | | -61 |
SW Source | | ACE-realtime |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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