Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-12-20020420_131600_20020420_180000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/20 |
Start Time | | 2002/04/20 13:16 |
End Time | | 2002/04/20 17:58 |
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 | | -21.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-12-20020420_131600_20020420_180000-constBx0 |
Minimum Dst Value | | -103 |
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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