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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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