Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-01-20020210_183000_20020210_231500-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 18:30 |
End Time | | 2002/02/10 23:13 |
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 | | 9.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-01-20020210_183000_20020210_231500-constBx0 |
Minimum Dst Value | | -8 |
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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