Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-07-20020518_022800_20020518_071300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/18 |
Start Time | | 2002/05/18 02:28 |
End Time | | 2002/05/18 07:11 |
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 | | -9.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-07-20020518_022800_20020518_071300-constBx0 |
Minimum Dst Value | | -9 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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