Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-01-20020616_194900_20020617_003000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/16 |
Start Time | | 2002/06/16 19:49 |
End Time | | 2002/06/17 00:28 |
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 | | -25.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-01-20020616_194900_20020617_003000-constBx0 |
Minimum Dst Value | | 2 |
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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