Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-11-20020203_055100_20020203_103600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/03 |
Start Time | | 2002/02/03 05:51 |
End Time | | 2002/02/03 10:34 |
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 | | 23.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-11-20020203_055100_20020203_103600-constBx0 |
Minimum Dst Value | | -27 |
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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