Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-01-20020908_033300_20020908_081800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/08 |
Start Time | | 2002/09/08 03:33 |
End Time | | 2002/09/08 08:16 |
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 | | 3.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-01-20020908_033300_20020908_081800-constBx0 |
Minimum Dst Value | | -153 |
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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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