Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-04-20020507_235700_20020508_044200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/07 |
Start Time | | 2002/05/07 23:57 |
End Time | | 2002/05/08 04:40 |
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 | | -9.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-04-20020507_235700_20020508_044200-constBx0 |
Minimum Dst Value | | -16 |
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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