Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-01-20020406_113500_20020406_162000-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 11:35 |
End Time | | 2002/04/06 16:18 |
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 | | -13.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-01-20020406_113500_20020406_162000-constBx0 |
Minimum Dst Value | | -3 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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