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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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