Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-11-20020408_111500_20020408_160000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 11:15 |
End Time | | 2002/04/08 15:58 |
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 | | -14.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-11-20020408_111500_20020408_160000-constBx0 |
Minimum Dst Value | | 0 |
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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