Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-03-20021212_171200_20021212_215700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/12 |
Start Time | | 2002/12/12 17:12 |
End Time | | 2002/12/12 21:55 |
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 | | 15.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-03-20021212_171200_20021212_215700-constBx0 |
Minimum Dst Value | | -14 |
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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