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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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