Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-04-20020208_234300_20020209_042800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/08 |
Start Time | | 2002/02/08 23:43 |
End Time | | 2002/02/09 04:26 |
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 | | 23.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-04-20020208_234300_20020209_042800-constBx0 |
Minimum Dst Value | | -19 |
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.
![](data: 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)
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