Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Desheng_Han_070709_1 | |
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 with RCM |
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_070709_1 |
Minimum Dst Value | | 8 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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