Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit337-07-20020904_135200_20020904_183700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/04 |
Start Time | | 2002/09/04 13:52 |
End Time | | 2002/09/04 18:35 |
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 | | -18.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit337-07-20020904_135200_20020904_183700-constBx0 |
Minimum Dst Value | | -76 |
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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