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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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