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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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