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