Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Davis_111422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 02, 2010 |
Start Time | | 2010/05/02 10:00 |
End Time | | 2010/05/02 19:00 |
Key Words | | SWMF |
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 | | 13.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 80.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Davis_111422_1 |
Minimum Dst Value | | -66 |
SW Source | | OMNI |
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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