Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-06-20020930_132200_20020930_180700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/30 |
Start Time | | 2002/09/30 13:22 |
End Time | | 2002/09/30 18:05 |
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 | | -7.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-06-20020930_132200_20020930_180700-constBx0 |
Minimum Dst Value | | -49 |
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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