Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-10-20020909_222700_20020910_031200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/09 |
Start Time | | 2002/09/09 22:27 |
End Time | | 2002/09/10 03:10 |
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 | | 0.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-10-20020909_222700_20020910_031200-constBx0 |
Minimum Dst Value | | -69 |
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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