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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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