Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021712_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 11, 2003 |
Start Time | | 2003/11/11 22:05 |
End Time | | 2003/11/11 22:40 |
Key Words | | MSheath |
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 | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_021712_3 |
Minimum Dst Value | | 0 |
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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