Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-03-20020901_094200_20020901_142700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/01 |
Start Time | | 2002/09/01 09:42 |
End Time | | 2002/09/01 14:25 |
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 | | -13.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-03-20020901_094200_20020901_142700-constBx0 |
Minimum Dst Value | | -8 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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