Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-06-20020419_084600_20020419_133000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/19 |
Start Time | | 2002/04/19 08:46 |
End Time | | 2002/04/19 13:28 |
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 | | -12.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-06-20020419_084600_20020419_133000-constBx0 |
Minimum Dst Value | | -64 |
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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)
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