Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lucy_Waite_120623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 27, 2003 |
Start Time | | 2003/10/27 00:00 |
End Time | | 2003/11/02 00:00 |
Key Words | | 4-21-Storm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.02 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 254.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Lucy_Waite_120623_1 |
Minimum Dst Value | | -383 |
SW Source | | ACE-L2 |
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: image/png;base64,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)
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