Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit377-07-20021208_180200_20021208_224700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/08 |
Start Time | | 2002/12/08 18:02 |
End Time | | 2002/12/08 22:45 |
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 | | 17.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit377-07-20021208_180200_20021208_224700-constBx0 |
Minimum Dst Value | | -34 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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