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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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