Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-09-20020828_200000_20020829_004400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/28 |
Start Time | | 2002/08/28 20:00 |
End Time | | 2002/08/29 00:42 |
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 | | -10.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-09-20020828_200000_20020829_004400-constBx0 |
Minimum Dst Value | | -26 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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