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