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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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