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