Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-02-20020328_040200_20020328_084700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/28 |
Start Time | | 2002/03/28 04:02 |
End Time | | 2002/03/28 08:45 |
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 | | 6.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-02-20020328_040200_20020328_084700-constBx0 |
Minimum Dst Value | | -8 |
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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)
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