Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-05-20020711_105000_20020711_153500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/11 |
Start Time | | 2002/07/11 10:50 |
End Time | | 2002/07/11 15:33 |
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 | | -28.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-05-20020711_105000_20020711_153500-constBx0 |
Minimum Dst Value | | 6 |
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 GOES-8 for time period of this run.
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)
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