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