Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-07-20020909_080900_20020909_125400-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 08:09 |
End Time | | 2002/09/09 12:52 |
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 | | -5.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-07-20020909_080900_20020909_125400-constBx0 |
Minimum Dst Value | | -54 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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