Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit382-01-20021219_105500_20021219_154000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/19 |
Start Time | | 2002/12/19 10:55 |
End Time | | 2002/12/19 15:38 |
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 | | 29.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit382-01-20021219_105500_20021219_154000-constBx0 |
Minimum Dst Value | | -38 |
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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