Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-06-20020830_145400_20020830_193900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/30 |
Start Time | | 2002/08/30 14:54 |
End Time | | 2002/08/30 19:37 |
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 | | -20.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-06-20020830_145400_20020830_193900-constBx0 |
Minimum Dst Value | | -10 |
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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