Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_013106_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 0:30 |
End Time | | 2004/11/10 5:00 |
Key Words | | cusp location for northward IMFs |
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 | | -22.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Zerefsan_Kaymaz_013106_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.
Satellite data B plot for Polar for time period of this run.
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)
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