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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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