Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-06-20020412_053500_20020412_101900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/12 |
Start Time | | 2002/04/12 05:35 |
End Time | | 2002/04/12 10:17 |
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 | | -2.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-06-20020412_053500_20020412_101900-constBx0 |
Minimum Dst Value | | -10 |
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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