Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-03-20020517_072400_20020517_120900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/17 |
Start Time | | 2002/05/17 07:24 |
End Time | | 2002/05/17 12:07 |
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 | | -16.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 160.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-03-20020517_072400_20020517_120900-constBx0 |
Minimum Dst Value | | -6 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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