Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-02-20020624_022600_20020624_071300-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 02:26 |
End Time | | 2002/06/24 07:11 |
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 | | -13.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.34 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-02-20020624_022600_20020624_071300-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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