Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-11-20020814_225700_20020815_034200-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 22:57 |
End Time | | 2002/08/15 03:40 |
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 | | -8.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-11-20020814_225700_20020815_034200-constBx0 |
Minimum Dst Value | | -28 |
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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