Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: TreShunda_James_111522_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 18, 2011 |
Start Time | | 2011/06/18 00:00 |
End Time | | 2011/06/25 00:00 |
Key Words | | Conductance Check |
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 | | 20.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 102.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | TreShunda_James_111522_2 |
Minimum Dst Value | | -30 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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