Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-01-20020215_124400_20020215_172900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 12:44 |
End Time | | 2002/02/15 17:27 |
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 | | 4.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-01-20020215_124400_20020215_172900-constBx0 |
Minimum Dst Value | | -2 |
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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