Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-06-20020209_091500_20020209_140000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/09 |
Start Time | | 2002/02/09 09:15 |
End Time | | 2002/02/09 13:58 |
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 | | 13.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-06-20020209_091500_20020209_140000-constBx0 |
Minimum Dst Value | | -16 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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