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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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