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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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