Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit388-12-20030104_215400_20030105_023400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/04 |
Start Time | | 2003/01/04 21:54 |
End Time | | 2003/01/05 02:32 |
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 | | 26.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit388-12-20030104_215400_20030105_023400-constBx0 |
Minimum Dst Value | | -15 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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