Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-09-20020226_151100_20020226_195600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/26 |
Start Time | | 2002/02/26 15:11 |
End Time | | 2002/02/26 19:54 |
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 | | -1.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 203.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-09-20020226_151100_20020226_195600-constBx0 |
Minimum Dst Value | | -11 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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