Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-09-20021204_091800_20021204_140200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/04 |
Start Time | | 2002/12/04 09:18 |
End Time | | 2002/12/04 14:00 |
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 | | 20.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-09-20021204_091800_20021204_140200-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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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