Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-12-20020203_103700_20020203_151800-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 10:37 |
End Time | | 2002/02/03 15:16 |
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 | | 11.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-12-20020203_103700_20020203_151800-constBx0 |
Minimum Dst Value | | -32 |
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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