Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-02-20020420_225100_20020421_033600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/20 |
Start Time | | 2002/04/20 22:51 |
End Time | | 2002/04/21 03:34 |
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 | | -6.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-02-20020420_225100_20020421_033600-constBx0 |
Minimum Dst Value | | -85 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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