Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-05-20020409_154500_20020409_203000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/09 |
Start Time | | 2002/04/09 15:45 |
End Time | | 2002/04/09 20:28 |
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 | | -18.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-05-20020409_154500_20020409_203000-constBx0 |
Minimum Dst Value | | 15 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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