Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-02-20020420_225100_20020421_033600-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 22:51 |
End Time | | 2002/04/21 03:34 |
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 | | -6.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-02-20020420_225100_20020421_033600-constBx0 |
Minimum Dst Value | | -85 |
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 GOES-10 for time period of this run.
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)
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