Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-10-20020618_140700_20020618_184800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/18 |
Start Time | | 2002/06/18 14:07 |
End Time | | 2002/06/18 18:46 |
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 | | -33.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-10-20020618_140700_20020618_184800-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 Polar for time period of this run.
![](data: 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)
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