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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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