Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-02-20020208_141100_20020208_185600-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 14:11 |
End Time | | 2002/02/08 18:54 |
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 | | 5.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-02-20020208_141100_20020208_185600-constBx0 |
Minimum Dst Value | | -27 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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