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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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