Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katrina_Magno_071511_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 26 2009 |
Start Time | | 2009/01/26 10:20 |
End Time | | 2009/01/26 12:00 |
Key Words | | Magnetosphere2009 |
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 | | -20.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Katrina_Magno_071511_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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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