Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-10-20020403_121200_20020403_165600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/03 |
Start Time | | 2002/04/03 12:12 |
End Time | | 2002/04/03 16:54 |
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 | | -13.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-10-20020403_121200_20020403_165600-constBx0 |
Minimum Dst Value | | -12 |
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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