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.
Satellite data B plot for Cluster-4 for time period of this run.
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