Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-03-20021128_103800_20021128_152300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/28 |
Start Time | | 2002/11/28 10:38 |
End Time | | 2002/11/28 15:21 |
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 | | 16.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-03-20021128_103800_20021128_152300-constBx0 |
Minimum Dst Value | | -37 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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