Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-12-20020210_135100_20020210_183000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/10 |
Start Time | | 2002/02/10 13:51 |
End Time | | 2002/02/10 18:28 |
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 | | 4.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-12-20020210_135100_20020210_183000-constBx0 |
Minimum Dst Value | | -20 |
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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