Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-06-20021119_123500_20021119_172000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/19 |
Start Time | | 2002/11/19 12:35 |
End Time | | 2002/11/19 17:18 |
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 | | 11.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-06-20021119_123500_20021119_172000-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 Geotail for time period of this run.
Choose variable to plot:
![](data: 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