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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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