Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-06-20021112_091500_20021112_140000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/12 |
Start Time | | 2002/11/12 09:15 |
End Time | | 2002/11/12 13:58 |
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 | | 16.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-06-20021112_091500_20021112_140000-constBx0 |
Minimum Dst Value | | -19 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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