Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-02-20020208_141100_20020208_185600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/08 |
Start Time | | 2002/02/08 14:11 |
End Time | | 2002/02/08 18:54 |
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 | | 5.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-02-20020208_141100_20020208_185600-constBx0 |
Minimum Dst Value | | -27 |
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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