Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-07-20020627_120000_20020627_164700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/27 |
Start Time | | 2002/06/27 12:00 |
End Time | | 2002/06/27 16:45 |
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 | | -31.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-07-20020627_120000_20020627_164700-constBx0 |
Minimum Dst Value | | -4 |
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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