Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-05-20021213_024400_20021213_072900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 02:44 |
End Time | | 2002/12/13 07:27 |
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 | | 33.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-05-20021213_024400_20021213_072900-constBx0 |
Minimum Dst Value | | -20 |
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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