Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit286-04-20020505_144900_20020505_193400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/05 |
Start Time | | 2002/05/05 14:49 |
End Time | | 2002/05/05 19:32 |
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 | | -27.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit286-04-20020505_144900_20020505_193400-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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