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 Geotail for time period of this run.
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)
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