Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-06-20020503_151600_20020503_200100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/03 |
Start Time | | 2002/05/03 15:16 |
End Time | | 2002/05/03 19:59 |
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 | | -26.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-06-20020503_151600_20020503_200100-constBx0 |
Minimum Dst Value | | 1 |
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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