Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-01-20020320_200000_20020321_004400-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 20:00 |
End Time | | 2002/03/21 00:42 |
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 | | -1.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-01-20020320_200000_20020321_004400-constBx0 |
Minimum Dst Value | | 3 |
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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