Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_020706_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 10 2004 |
Start Time | | 2004/11/10 4:00 |
End Time | | 2004/11/10 5:00 |
Key Words | | cusp position for northward IMF, HighRes |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Zerefsan_Kaymaz_020706_1 |
Minimum Dst Value | | -155 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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