Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-05-20020206_192100_20020207_000500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 19:21 |
End Time | | 2002/02/07 00:03 |
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 | | 13.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-05-20020206_192100_20020207_000500-constBx0 |
Minimum Dst Value | | -43 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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