Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-01-20020206_002100_20020206_050500-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 00:21 |
End Time | | 2002/02/06 05:03 |
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 | | 25.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-01-20020206_002100_20020206_050500-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 Geotail for time period of this run.
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)
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