Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-03-20020806_052500_20020806_101000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/06 |
Start Time | | 2002/08/06 05:25 |
End Time | | 2002/08/06 10:08 |
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 | | -10.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-03-20020806_052500_20020806_101000-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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