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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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