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 Polar for time period of this run.
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