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