Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-09-20030109_015000_20030109_063500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/09 |
Start Time | | 2003/01/09 01:50 |
End Time | | 2003/01/09 06:33 |
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 | | 31.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-09-20030109_015000_20030109_063500-constBx0 |
Minimum Dst Value | | 0 |
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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