Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-06-20020624_213800_20020625_022500-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 21:38 |
End Time | | 2002/06/25 02:23 |
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 | | -20.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-06-20020624_213800_20020625_022500-constBx0 |
Minimum Dst Value | | 3 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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