Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit337-07-20020904_135200_20020904_183700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/04 |
Start Time | | 2002/09/04 13:52 |
End Time | | 2002/09/04 18:35 |
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 | | -18.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit337-07-20020904_135200_20020904_183700-constBx0 |
Minimum Dst Value | | -76 |
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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