Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-03-20020404_120200_20020404_164700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/04 |
Start Time | | 2002/04/04 12:02 |
End Time | | 2002/04/04 16:45 |
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 | | -13.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-03-20020404_120200_20020404_164700-constBx0 |
Minimum Dst Value | | -17 |
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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