Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_020606_2 | |
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 |
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_020606_2 |
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.
Satellite data B plot for Geotail for time period of this run.
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