Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: TreShunda_james_110222_3 | |
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 | | June |
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_110222_3 |
Minimum Dst Value | | -26 |
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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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