Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-11-20020618_184900_20020618_233000-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 18:49 |
End Time | | 2002/06/18 23:28 |
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 | | -27.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-11-20020618_184900_20020618_233000-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.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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