Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-10-20020914_163200_20020914_211600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 16:32 |
End Time | | 2002/09/14 21:14 |
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 | | -11.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-10-20020914_163200_20020914_211600-constBx0 |
Minimum Dst Value | | -44 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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