Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit340-07-20020911_171700_20020911_220200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/11 |
Start Time | | 2002/09/11 17:17 |
End Time | | 2002/09/11 22:00 |
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 | | -11.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 219.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit340-07-20020911_171700_20020911_220200-constBx0 |
Minimum Dst Value | | -85 |
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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