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