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.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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