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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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