Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-01-20020225_010300_20020225_054800-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 01:03 |
End Time | | 2002/02/25 05:46 |
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 | | 20.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-01-20020225_010300_20020225_054800-constBx0 |
Minimum Dst Value | | 0 |
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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