Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit377-10-20021209_082000_20021209_130500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/09 |
Start Time | | 2002/12/09 08:20 |
End Time | | 2002/12/09 13:03 |
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 | | 23.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit377-10-20021209_082000_20021209_130500-constBx0 |
Minimum Dst Value | | -26 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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