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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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