Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-03-20021111_185700_20021111_234200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/11 |
Start Time | | 2002/11/11 18:57 |
End Time | | 2002/11/11 23:40 |
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 | | 14.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-03-20021111_185700_20021111_234200-constBx0 |
Minimum Dst Value | | -21 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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