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