Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-02-20020208_141100_20020208_185600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/08 |
Start Time | | 2002/02/08 14:11 |
End Time | | 2002/02/08 18:54 |
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 | | 5.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-02-20020208_141100_20020208_185600-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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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