Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-08-20020429_063500_20020429_111900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/29 |
Start Time | | 2002/04/29 06:35 |
End Time | | 2002/04/29 11:17 |
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 | | -10.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-08-20020429_063500_20020429_111900-constBx0 |
Minimum Dst Value | | -17 |
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: 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)
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