Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit261-03-20020306_225700_20020307_034100-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 22:57 |
End Time | | 2002/03/07 03:39 |
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 | | 12.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit261-03-20020306_225700_20020307_034100-constBx0 |
Minimum Dst Value | | -20 |
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.
Satellite data B plot for Polar for time period of this run.
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)
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