Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yaxin_gu_111623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20, 2011 |
Start Time | | 2011/12/20 14:00 |
End Time | | 2011/12/20 16:00 |
Key Words | | b |
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 | | -16.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yaxin_gu_111623_2 |
Minimum Dst Value | | -2 |
SW Source | | WIND |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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