Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-10-20021216_114000_20021216_162500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/16 |
Start Time | | 2002/12/16 11:40 |
End Time | | 2002/12/16 16:23 |
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 | | 15.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-10-20021216_114000_20021216_162500-constBx0 |
Minimum Dst Value | | -22 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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