Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-03-20020225_103500_20020225_152000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/25 |
Start Time | | 2002/02/25 10:35 |
End Time | | 2002/02/25 15:18 |
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 | | 4.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-03-20020225_103500_20020225_152000-constBx0 |
Minimum Dst Value | | -10 |
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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