Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-09-20020329_132400_20020329_180900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/29 |
Start Time | | 2002/03/29 13:24 |
End Time | | 2002/03/29 18:07 |
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 | | -13.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-09-20020329_132400_20020329_180900-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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