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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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