Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-11-20030109_112200_20030109_160700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/09 |
Start Time | | 2003/01/09 11:22 |
End Time | | 2003/01/09 16:05 |
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 | | 15.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-11-20030109_112200_20030109_160700-constBx0 |
Minimum Dst Value | | 0 |
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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