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 Polar for time period of this run.
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)
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