Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-09-20021218_155100_20021218_203500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/18 |
Start Time | | 2002/12/18 15:51 |
End Time | | 2002/12/18 20:33 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-09-20021218_155100_20021218_203500-constBx0 |
Minimum Dst Value | | 6 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: 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