Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-04-20020206_143600_20020206_192000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 14:36 |
End Time | | 2002/02/06 19:18 |
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 | | 6.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-04-20020206_143600_20020206_192000-constBx0 |
Minimum Dst Value | | -61 |
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 Geotail for time period of this run.
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)
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