Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-11-20020210_090500_20020210_135000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/10 |
Start Time | | 2002/02/10 09:05 |
End Time | | 2002/02/10 13:48 |
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 | | 13.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-11-20020210_090500_20020210_135000-constBx0 |
Minimum Dst Value | | -13 |
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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