Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-12-20020217_171000_20020217_215000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/17 |
Start Time | | 2002/02/17 17:10 |
End Time | | 2002/02/17 21:48 |
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 | | 4.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-12-20020217_171000_20020217_215000-constBx0 |
Minimum Dst Value | | -17 |
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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