Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit261-01-20020306_132700_20020306_181100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/06 |
Start Time | | 2002/03/06 13:27 |
End Time | | 2002/03/06 18:09 |
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 | | 5.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit261-01-20020306_132700_20020306_181100-constBx0 |
Minimum Dst Value | | -26 |
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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