Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victoir_Veibell_041316_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 01, 2010 |
Start Time | | 2010/01/01 00:00 |
End Time | | 2010/01/03 00:00 |
Key Words | | test |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 72.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Victoir_Veibell_041316_1 |
Minimum Dst Value | | -2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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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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