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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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