Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-05-20020806_145700_20020806_194200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/06 |
Start Time | | 2002/08/06 14:57 |
End Time | | 2002/08/06 19:40 |
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 | | -26.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-05-20020806_145700_20020806_194200-constBx0 |
Minimum Dst Value | | -10 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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