Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit340-06-20020911_123100_20020911_171600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/11 |
Start Time | | 2002/09/11 12:31 |
End Time | | 2002/09/11 17:14 |
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 | | -14.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 219.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit340-06-20020911_123100_20020911_171600-constBx0 |
Minimum Dst Value | | -73 |
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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