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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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