Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shenwei_Zhou_101823_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 28, 2013 |
Start Time | | 2013/04/28 00:00 |
End Time | | 2013/04/28 00:20 |
Key Words | | GM |
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 | | 12.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shenwei_Zhou_101823_5 |
Minimum Dst Value | | -14 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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