Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit368-12-20021118_075600_20021118_124000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/18 |
Start Time | | 2002/11/18 07:56 |
End Time | | 2002/11/18 12:38 |
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 | | 21.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit368-12-20021118_075600_20021118_124000-constBx0 |
Minimum Dst Value | | -34 |
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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