Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-03-20020206_095100_20020206_143500-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 09:51 |
End Time | | 2002/02/06 14:33 |
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 | | 12.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-03-20020206_095100_20020206_143500-constBx0 |
Minimum Dst Value | | -60 |
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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