Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-03-20020920_104000_20020920_152500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/20 |
Start Time | | 2002/09/20 10:40 |
End Time | | 2002/09/20 15:23 |
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 | | -7.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 165.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-03-20020920_104000_20020920_152500-constBx0 |
Minimum Dst Value | | -18 |
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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