Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-03-20021109_095000_20021109_143500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/09 |
Start Time | | 2002/11/09 09:50 |
End Time | | 2002/11/09 14:33 |
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 | | 13.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-03-20021109_095000_20021109_143500-constBx0 |
Minimum Dst Value | | -14 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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