Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit263-04-20020311_215500_20020312_024000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/11 |
Start Time | | 2002/03/11 21:55 |
End Time | | 2002/03/12 02:38 |
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 | | 7.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit263-04-20020311_215500_20020312_024000-constBx0 |
Minimum Dst Value | | -2 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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