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.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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