Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-05-20020204_101800_20020204_150200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/04 |
Start Time | | 2002/02/04 10:18 |
End Time | | 2002/02/04 15:00 |
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 | | 12.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 228.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-05-20020204_101800_20020204_150200-constBx0 |
Minimum Dst Value | | -21 |
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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