Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-10-20020210_041900_20020210_090400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/10 |
Start Time | | 2002/02/10 04:19 |
End Time | | 2002/02/10 09:02 |
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 | | 23.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-10-20020210_041900_20020210_090400-constBx0 |
Minimum Dst Value | | -22 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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