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 Wind for time period of this run.
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)
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