Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Desheng_Han_071309_3 | |
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_071309_3 |
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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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