Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyungguk_Min_012010_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 10:00 |
End Time | | 2007/03/23 12:00 |
Key Words | | substorm |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 72.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Kyungguk_Min_012010_1 |
Minimum Dst Value | | -1 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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