Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-12-20020215_080400_20020215_124400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 08:04 |
End Time | | 2002/02/15 12:42 |
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 | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-12-20020215_080400_20020215_124400-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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)
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