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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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