Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_030212_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 19, 2004 |
Start Time | | 2004/06/19 08:58 |
End Time | | 2004/06/19 10:00 |
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 | | 18.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_030212_4 |
Minimum Dst Value | | 4 |
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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