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.
Data/Model comparison B plot for Geotail for time period of this run.
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)
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