Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-05-20020209_042900_20020209_091400-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 04:29 |
End Time | | 2002/02/09 09:12 |
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 | | 23.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-05-20020209_042900_20020209_091400-constBx0 |
Minimum Dst Value | | -32 |
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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