Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyungguk_Min_090509_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 23 2007 |
Start Time | | 2007/03/23 09:00 |
End Time | | 2007/03/23 12:00 |
Key Words | | Substorm Event |
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 | | -4.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kyungguk_Min_090509_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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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