Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit300-12-20020609_114600_20020609_163000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/09 |
Start Time | | 2002/06/09 11:46 |
End Time | | 2002/06/09 16:28 |
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 | | -30.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit300-12-20020609_114600_20020609_163000-constBx0 |
Minimum Dst Value | | -12 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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