Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-08-20021119_220700_20021120_025200-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 22:07 |
End Time | | 2002/11/20 02:50 |
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 | | 24.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-08-20021119_220700_20021120_025200-constBx0 |
Minimum Dst Value | | -45 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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