Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_061906_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 7 2004 |
Start Time | | 2004/11/07 19:00 |
End Time | | 2004/11/07 21:00 |
Key Words | | cusp location |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
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 | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 127.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Zerefsan_Kaymaz_061906_1 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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