Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-11-20020203_055100_20020203_103600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/03 |
Start Time | | 2002/02/03 05:51 |
End Time | | 2002/02/03 10:34 |
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 | | 23.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-11-20020203_055100_20020203_103600-constBx0 |
Minimum Dst Value | | -27 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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