Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_022812_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 | | 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 | | 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_022812_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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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