Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shenwei_Zhou_101723_1 | |
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 | | Stellar |
Model | | SWMF |
Model Version | | v20140611 |
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_101723_1 |
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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