Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-07-20020508_141500_20020508_190000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/08 |
Start Time | | 2002/05/08 14:15 |
End Time | | 2002/05/08 18:58 |
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 | | -28.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-07-20020508_141500_20020508_190000-constBx0 |
Minimum Dst Value | | -29 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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