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