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 Polar for time period of this run.
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)
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