Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit397-02-20030124_081300_20030124_125800-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 08:13 |
End Time | | 2003/01/24 12:56 |
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 | | 20.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit397-02-20030124_081300_20030124_125800-constBx0 |
Minimum Dst Value | | -21 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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