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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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