Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit395-01-20030119_091200_20030119_135700-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 09:12 |
End Time | | 2003/01/19 13:55 |
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 | | 18.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 126.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit395-01-20030119_091200_20030119_135700-constBx0 |
Minimum Dst Value | | -30 |
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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