Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-01-20020516_215200_20020517_023700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/16 |
Start Time | | 2002/05/16 21:52 |
End Time | | 2002/05/17 02:35 |
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 | | -16.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-01-20020516_215200_20020517_023700-constBx0 |
Minimum Dst Value | | -31 |
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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