Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-05-20020225_200700_20020226_005200-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 20:07 |
End Time | | 2002/02/26 00:50 |
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 | | 8.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-05-20020225_200700_20020226_005200-constBx0 |
Minimum Dst Value | | -9 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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