Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit394-12-20030119_042900_20030119_091200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/19 |
Start Time | | 2003/01/19 04:29 |
End Time | | 2003/01/19 09:10 |
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 | | 29.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 126.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit394-12-20030119_042900_20030119_091200-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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