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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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