Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-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 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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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