Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-04-20020204_053300_20020204_101700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/04 |
Start Time | | 2002/02/04 05:33 |
End Time | | 2002/02/04 10:15 |
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 | | 23.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 228.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-04-20020204_053300_20020204_101700-constBx0 |
Minimum Dst Value | | -16 |
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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