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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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