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