Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-03-20021212_171200_20021212_215700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/12 |
Start Time | | 2002/12/12 17:12 |
End Time | | 2002/12/12 21:55 |
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 | | 15.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-03-20021212_171200_20021212_215700-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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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