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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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