Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-10-20020210_041900_20020210_090400-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 04:19 |
End Time | | 2002/02/10 09:02 |
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 | | 23.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-10-20020210_041900_20020210_090400-constBx0 |
Minimum Dst Value | | -22 |
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: image/png;base64,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)
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