Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit388-05-20030103_123200_20030103_171700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/03 |
Start Time | | 2003/01/03 12:32 |
End Time | | 2003/01/03 17:15 |
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 | | 14.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit388-05-20030103_123200_20030103_171700-constBx0 |
Minimum Dst Value | | -9 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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