Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-04-20020208_234300_20020209_042800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/08 |
Start Time | | 2002/02/08 23:43 |
End Time | | 2002/02/09 04:26 |
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 | | 23.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-04-20020208_234300_20020209_042800-constBx0 |
Minimum Dst Value | | -19 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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