Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-02-20020210_231600_20020211_040100-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 23:16 |
End Time | | 2002/02/11 03:59 |
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 | | 22.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-02-20020210_231600_20020211_040100-constBx0 |
Minimum Dst Value | | -8 |
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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