Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-09-20020802_154400_20020802_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/02 |
Start Time | | 2002/08/02 15:44 |
End Time | | 2002/08/02 20:26 |
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 | | -27.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-09-20020802_154400_20020802_202800-constBx0 |
Minimum Dst Value | | -55 |
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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