Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-12-20020406_065600_20020406_113500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/06 |
Start Time | | 2002/04/06 06:56 |
End Time | | 2002/04/06 11:33 |
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 | | -2.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-12-20020406_065600_20020406_113500-constBx0 |
Minimum Dst Value | | 5 |
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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