Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-08-20021213_170200_20021213_214700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 17:02 |
End Time | | 2002/12/13 21:45 |
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 | | 15.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-08-20021213_170200_20021213_214700-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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