Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-12-20020320_151100_20020320_195500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/20 |
Start Time | | 2002/03/20 15:11 |
End Time | | 2002/03/20 19:53 |
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 | | -10.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-12-20020320_151100_20020320_195500-constBx0 |
Minimum Dst Value | | 7 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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