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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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