Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-10-20020814_181100_20020814_225600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/14 |
Start Time | | 2002/08/14 18:11 |
End Time | | 2002/08/14 22:54 |
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 | | -19.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-10-20020814_181100_20020814_225600-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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