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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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