Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit395-09-20030120_232000_20030121_040500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/20 |
Start Time | | 2003/01/20 23:20 |
End Time | | 2003/01/21 04:03 |
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 | | 27.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit395-09-20030120_232000_20030121_040500-constBx0 |
Minimum Dst Value | | -16 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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