Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit286-02-20020505_051700_20020505_100200-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 05:17 |
End Time | | 2002/05/05 10:00 |
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 | | -9.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit286-02-20020505_051700_20020505_100200-constBx0 |
Minimum Dst Value | | 9 |
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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