Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-12-20020210_135100_20020210_183000-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 13:51 |
End Time | | 2002/02/10 18:28 |
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 | | 4.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-12-20020210_135100_20020210_183000-constBx0 |
Minimum Dst Value | | -20 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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