Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-08-20020704_215200_20020705_023700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/04 |
Start Time | | 2002/07/04 21:52 |
End Time | | 2002/07/05 02:35 |
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 | | -19.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-08-20020704_215200_20020705_023700-constBx0 |
Minimum Dst Value | | 16 |
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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