Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-02-20020206_050600_20020206_095000-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 05:06 |
End Time | | 2002/02/06 09:48 |
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 | | 23.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-02-20020206_050600_20020206_095000-constBx0 |
Minimum Dst Value | | -73 |
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 Wind for time period of this run.
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)
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