Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-07-20020618_000100_20020618_044200-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 00:01 |
End Time | | 2002/06/18 04:40 |
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 | | -15.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-07-20020618_000100_20020618_044200-constBx0 |
Minimum Dst Value | | 11 |
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.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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