Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-08-20020319_201100_20020320_005500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 20:11 |
End Time | | 2002/03/20 00:53 |
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 | | -0.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-08-20020319_201100_20020320_005500-constBx0 |
Minimum Dst Value | | -13 |
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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