Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Desheng_Han_070909_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 20 2002 |
Start Time | | 2002/03/20 13:00 |
End Time | | 2002/03/20 14:00 |
Key Words | | high-latitude reconnection |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 186.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Desheng_Han_070909_2 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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