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