Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-07-20020828_103000_20020828_151400-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 10:30 |
End Time | | 2002/08/28 15:12 |
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 | | -16.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-07-20020828_103000_20020828_151400-constBx0 |
Minimum Dst Value | | -23 |
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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