Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-01-20020203_151800_20020203_200200-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 15:18 |
End Time | | 2002/02/03 20:00 |
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 | | 7.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-01-20020203_151800_20020203_200200-constBx0 |
Minimum Dst Value | | -24 |
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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