Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit397-04-20030124_174500_20030124_223000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/24 |
Start Time | | 2003/01/24 17:45 |
End Time | | 2003/01/24 22:28 |
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 | | 13.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit397-04-20030124_174500_20030124_223000-constBx0 |
Minimum Dst Value | | -22 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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