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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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