Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-04-20020806_101100_20020806_145600-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 10:11 |
End Time | | 2002/08/06 14:54 |
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 | | -10.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-04-20020806_101100_20020806_145600-constBx0 |
Minimum Dst Value | | -12 |
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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