Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_061906_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 7 2004 |
Start Time | | 2004/11/07 19:00 |
End Time | | 2004/11/07 21:00 |
Key Words | | cusp position |
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 | | -7.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 127.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Zerefsan_Kaymaz_061906_3 |
Minimum Dst Value | | 18 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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