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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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