Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-06-20020421_175500_20020421_224000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/21 |
Start Time | | 2002/04/21 17:55 |
End Time | | 2002/04/21 22:38 |
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 | | -20.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-06-20020421_175500_20020421_224000-constBx0 |
Minimum Dst Value | | -41 |
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.
![](data: 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