Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_030212_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 05, 2004 |
Start Time | | 2004/12/05 16:45 |
End Time | | 2004/12/05 18:20 |
Key Words | | dipole |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 93.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_030212_3 |
Minimum Dst Value | | 27 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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