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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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