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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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