Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-06-20020830_145400_20020830_193900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/30 |
Start Time | | 2002/08/30 14:54 |
End Time | | 2002/08/30 19:37 |
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 | | -20.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-06-20020830_145400_20020830_193900-constBx0 |
Minimum Dst Value | | -10 |
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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