Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-03-20020901_094200_20020901_142700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/01 |
Start Time | | 2002/09/01 09:42 |
End Time | | 2002/09/01 14:25 |
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 | | -13.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-03-20020901_094200_20020901_142700-constBx0 |
Minimum Dst Value | | -8 |
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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