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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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