Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-07-20020909_080900_20020909_125400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/09 |
Start Time | | 2002/09/09 08:09 |
End Time | | 2002/09/09 12:52 |
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 | | -5.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-07-20020909_080900_20020909_125400-constBx0 |
Minimum Dst Value | | -54 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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