Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-10-20020224_105200_20020224_153700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/24 |
Start Time | | 2002/02/24 10:52 |
End Time | | 2002/02/24 15:35 |
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 | | 4.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-10-20020224_105200_20020224_153700-constBx0 |
Minimum Dst Value | | -9 |
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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