Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-05-20020624_165000_20020624_213700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/24 |
Start Time | | 2002/06/24 16:50 |
End Time | | 2002/06/24 21:35 |
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 | | -31.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-05-20020624_165000_20020624_213700-constBx0 |
Minimum Dst Value | | -5 |
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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