Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-06-20020517_214200_20020518_022700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/17 |
Start Time | | 2002/05/17 21:42 |
End Time | | 2002/05/18 02:25 |
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 | | -17.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 160.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-06-20020517_214200_20020518_022700-constBx0 |
Minimum Dst Value | | -13 |
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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