Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-05-20020811_091400_20020811_135900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/11 |
Start Time | | 2002/08/11 09:14 |
End Time | | 2002/08/11 13:57 |
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 | | -19.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-05-20020811_091400_20020811_135900-constBx0 |
Minimum Dst Value | | -19 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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