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.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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