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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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