Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-03-20020825_062400_20020825_110900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/25 |
Start Time | | 2002/08/25 06:24 |
End Time | | 2002/08/25 11:07 |
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 | | -6.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-03-20020825_062400_20020825_110900-constBx0 |
Minimum Dst Value | | -8 |
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 Polar for time period of this run.
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)
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